<!DOCTYPE html>
<html lang="en">

<head>
  <meta charset="UTF-8">
  <meta name="viewport" content="width=device-width, initial-scale=1.0">
  <title>Interactive BOM for KiCAD</title>
  <style type="text/css">
:root {
  --pcb-edge-color: black;
  --pad-color: #878787;
  --pad-hole-color: #CCCCCC;
  --pad-color-highlight: #D04040;
  --pad-color-highlight-both: #D0D040;
  --pad-color-highlight-marked: #44a344;
  --pin1-outline-color: #ffb629;
  --pin1-outline-color-highlight: #ffb629;
  --pin1-outline-color-highlight-both: #fcbb39;
  --pin1-outline-color-highlight-marked: #fdbe41;
  --silkscreen-edge-color: #aa4;
  --silkscreen-polygon-color: #4aa;
  --silkscreen-text-color: #4aa;
  --fabrication-edge-color: #907651;
  --fabrication-polygon-color: #907651;
  --fabrication-text-color: #a27c24;
  --track-color: #def5f1;
  --track-color-highlight: #D04040;
  --zone-color: #def5f1;
  --zone-color-highlight: #d0404080;
}

html,
body {
  margin: 0px;
  height: 100%;
  font-family: Verdana, sans-serif;
}

.dark.topmostdiv {
  --pcb-edge-color: #eee;
  --pad-color: #808080;
  --pin1-outline-color: #ffa800;
  --pin1-outline-color-highlight: #ccff00;
  --track-color: #42524f;
  --zone-color: #42524f;
  background-color: #252c30;
  color: #eee;
}

button {
  background-color: #eee;
  border: 1px solid #888;
  color: black;
  height: 44px;
  width: 44px;
  text-align: center;
  text-decoration: none;
  display: inline-block;
  font-size: 14px;
  font-weight: bolder;
}

.dark button {
  /* This will be inverted */
  background-color: #c3b7b5;
}

button.depressed {
  background-color: #0a0;
  color: white;
}

.dark button.depressed {
  /* This will be inverted */
  background-color: #b3b;
}

button:focus {
  outline: 0;
}

button#tb-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.32 290.12h5.82M1.32 291.45h5.82' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 292.5v4.23M.26 292.63H8.2' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='1.35' y='295.73'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#lr-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' fill='none' stroke='%23000' stroke-width='.4' stroke-linejoin='round'/%3E%3Cpath d='M1.06 290.12H3.7m-2.64 1.33H3.7m-2.64 1.32H3.7m-2.64 1.3H3.7m-2.64 1.33H3.7' fill='none' stroke='%23000' stroke-width='.4'/%3E%3Cpath d='M4.37 288.8v7.94m0-4.11h3.96' fill='none' stroke='%23000' stroke-width='.3'/%3E%3Ctext font-weight='700' font-size='3.17' font-family='sans-serif'%3E%3Ctspan x='5.11' y='291.96'%3EF%3C/tspan%3E%3Ctspan x='5.03' y='295.68'%3EB%3C/tspan%3E%3C/text%3E%3C/g%3E%3C/svg%3E%0A");
}

button#bom-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8.47 8.47'%3E%3Crect transform='translate(0 -288.53)' ry='1.17' y='288.8' x='.27' height='7.94' width='7.94' fill='%23f9f9f9'/%3E%3Cg transform='translate(0 -288.53)' fill='none' stroke='%23000' stroke-width='.4'%3E%3Crect width='7.94' height='7.94' x='.27' y='288.8' ry='1.17' stroke-linejoin='round'/%3E%3Cpath d='M1.59 290.12h5.29M1.59 291.45h5.33M1.59 292.75h5.33M1.59 294.09h5.33M1.59 295.41h5.33'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-grouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m4 0h5m4 0h3M6.1 22h3m3.9 0h5m4 0h4m-16-8h4m4 0h4'/%3E%3Cpath stroke-linecap='null' d='M5 17.5h22M5 26.6h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-ungrouped-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg stroke='%23000' stroke-linejoin='round' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-linecap='square' stroke-width='2' d='M6 10h4m-4 8h3m-3 8h4'/%3E%3Cpath stroke-linecap='null' d='M5 13.5h22m-22 8h22M5 5.5h22'/%3E%3C/g%3E%3C/svg%3E");
}

button#bom-netlist-btn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='32' height='32'%3E%3Cg fill='none' stroke='%23000' class='layer'%3E%3Crect width='29' height='29' x='1.5' y='1.5' stroke-width='2' fill='%23fff' rx='5' ry='5'/%3E%3Cpath stroke-width='2' d='M6 26l6-6v-8m13.8-6.3l-6 6v8'/%3E%3Ccircle cx='11.8' cy='9.5' r='2.8' stroke-width='2'/%3E%3Ccircle cx='19.8' cy='22.8' r='2.8' stroke-width='2'/%3E%3C/g%3E%3C/svg%3E");
}

button#copy {
  background-image: url("data:image/svg+xml,%3Csvg height='48' viewBox='0 0 48 48' width='48' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M0 0h48v48h-48z' fill='none'/%3E%3Cpath d='M32 2h-24c-2.21 0-4 1.79-4 4v28h4v-28h24v-4zm6 8h-22c-2.21 0-4 1.79-4 4v28c0 2.21 1.79 4 4 4h22c2.21 0 4-1.79 4-4v-28c0-2.21-1.79-4-4-4zm0 32h-22v-28h22v28z'/%3E%3C/svg%3E");
  background-position: 6px 6px;
  background-repeat: no-repeat;
  background-size: 26px 26px;
  border-radius: 6px;
  height: 40px;
  width: 40px;
  margin: 10px 5px;
}

button#copy:active {
  box-shadow: inset 0px 0px 5px #6c6c6c;
}

textarea.clipboard-temp {
  position: fixed;
  top: 0;
  left: 0;
  width: 2em;
  height: 2em;
  padding: 0;
  border: None;
  outline: None;
  box-shadow: None;
  background: transparent;
}

.left-most-button {
  border-right: 0;
  border-top-left-radius: 6px;
  border-bottom-left-radius: 6px;
}

.middle-button {
  border-right: 0;
}

.right-most-button {
  border-top-right-radius: 6px;
  border-bottom-right-radius: 6px;
}

.button-container {
  font-size: 0;
  margin: 0.4rem 0.4rem 0.4rem 0;
}

.dark .button-container {
  filter: invert(1);
}

.button-container button {
  background-size: 32px 32px;
  background-position: 5px 5px;
  background-repeat: no-repeat;
}

@media print {
  .hideonprint {
    display: none;
  }
}

canvas {
  cursor: crosshair;
}

canvas:active {
  cursor: grabbing;
}

.fileinfo {
  width: 100%;
  max-width: 1000px;
  border: none;
  padding: 3px;
}

.fileinfo .title {
  font-size: 20pt;
  font-weight: bold;
}

.fileinfo td {
  overflow: hidden;
  white-space: nowrap;
  max-width: 1px;
  width: 50%;
  text-overflow: ellipsis;
}

.bom {
  border-collapse: collapse;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 10pt;
  table-layout: fixed;
  width: 100%;
  margin-top: 1px;
  position: relative;
}

.bom th,
.bom td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

.dark .bom th,
.dark .bom td {
  border: 1px solid #777;
}

.bom th {
  background-color: #CCCCCC;
  background-clip: padding-box;
}

.dark .bom th {
  background-color: #3b4749;
}

.bom tr.highlighted:nth-child(n) {
  background-color: #cfc;
}

.dark .bom tr.highlighted:nth-child(n) {
  background-color: #226022;
}

.bom tr:nth-child(even) {
  background-color: #f2f2f2;
}

.dark .bom tr:nth-child(even) {
  background-color: #313b40;
}

.bom tr.checked {
  color: #1cb53d;
}

.dark .bom tr.checked {
  color: #2cce54;
}

.bom tr {
  transition: background-color 0.2s;
}

.bom .numCol {
  width: 30px;
}

.bom .value {
  width: 15%;
}

.bom .quantity {
  width: 65px;
}

.bom th .sortmark {
  position: absolute;
  right: 1px;
  top: 1px;
  margin-top: -5px;
  border-width: 5px;
  border-style: solid;
  border-color: transparent transparent #221 transparent;
  transform-origin: 50% 85%;
  transition: opacity 0.2s, transform 0.4s;
}

.dark .bom th .sortmark {
  filter: invert(1);
}

.bom th .sortmark.none {
  opacity: 0;
}

.bom th .sortmark.desc {
  transform: rotate(180deg);
}

.bom th:hover .sortmark.none {
  opacity: 0.5;
}

.bom .bom-checkbox {
  width: 30px;
  position: relative;
  user-select: none;
  -moz-user-select: none;
}

.bom .bom-checkbox:before {
  content: "";
  position: absolute;
  border-width: 15px;
  border-style: solid;
  border-color: #51829f transparent transparent transparent;
  visibility: hidden;
  top: -15px;
}

.bom .bom-checkbox:after {
  content: "Double click to set/unset all";
  position: absolute;
  color: white;
  top: -35px;
  left: -26px;
  background: #51829f;
  padding: 5px 15px;
  border-radius: 8px;
  white-space: nowrap;
  visibility: hidden;
}

.bom .bom-checkbox:hover:before,
.bom .bom-checkbox:hover:after {
  visibility: visible;
  transition: visibility 0.2s linear 1s;
}

.split {
  -webkit-box-sizing: border-box;
  -moz-box-sizing: border-box;
  box-sizing: border-box;
  overflow-y: auto;
  overflow-x: hidden;
  background-color: inherit;
}

.split.split-horizontal,
.gutter.gutter-horizontal {
  height: 100%;
  float: left;
}

.gutter {
  background-color: #ddd;
  background-repeat: no-repeat;
  background-position: 50%;
  transition: background-color 0.3s;
}

.dark .gutter {
  background-color: #777;
}

.gutter.gutter-horizontal {
  background-image: url('');
  cursor: ew-resize;
  width: 5px;
}

.gutter.gutter-vertical {
  background-image: url('');
  cursor: ns-resize;
  height: 5px;
}

.searchbox {
  float: left;
  height: 40px;
  margin: 10px 5px;
  padding: 12px 32px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 18px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 6px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  background-image: url('');
  background-position: 10px 10px;
  background-repeat: no-repeat;
}

.dark .searchbox {
  background-color: #111;
  color: #eee;
}

.searchbox::placeholder {
  color: #ccc;
}

.dark .searchbox::placeholder {
  color: #666;
}

.filter {
  width: calc(60% - 64px);
}

.reflookup {
  width: calc(40% - 10px);
}

input[type=text]:focus {
  background-color: white;
  border: 1px solid #333;
}

.dark input[type=text]:focus {
  background-color: #333;
  border: 1px solid #ccc;
}

mark.highlight {
  background-color: #5050ff;
  color: #fff;
  padding: 2px;
  border-radius: 6px;
}

.dark mark.highlight {
  background-color: #76a6da;
  color: #111;
}

.menubtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36' viewBox='0 0 20 20'%3E%3Cpath fill='none' d='M0 0h20v20H0V0z'/%3E%3Cpath d='M15.95 10.78c.03-.25.05-.51.05-.78s-.02-.53-.06-.78l1.69-1.32c.15-.12.19-.34.1-.51l-1.6-2.77c-.1-.18-.31-.24-.49-.18l-1.99.8c-.42-.32-.86-.58-1.35-.78L12 2.34c-.03-.2-.2-.34-.4-.34H8.4c-.2 0-.36.14-.39.34l-.3 2.12c-.49.2-.94.47-1.35.78l-1.99-.8c-.18-.07-.39 0-.49.18l-1.6 2.77c-.1.18-.06.39.1.51l1.69 1.32c-.04.25-.07.52-.07.78s.02.53.06.78L2.37 12.1c-.15.12-.19.34-.1.51l1.6 2.77c.1.18.31.24.49.18l1.99-.8c.42.32.86.58 1.35.78l.3 2.12c.04.2.2.34.4.34h3.2c.2 0 .37-.14.39-.34l.3-2.12c.49-.2.94-.47 1.35-.78l1.99.8c.18.07.39 0 .49-.18l1.6-2.77c.1-.18.06-.39-.1-.51l-1.67-1.32zM10 13c-1.65 0-3-1.35-3-3s1.35-3 3-3 3 1.35 3 3-1.35 3-3 3z'/%3E%3C/svg%3E%0A");
  background-position: center;
  background-repeat: no-repeat;
}

.statsbtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg width='36' height='36' xmlns='http://www.w3.org/2000/svg'%3E%3Cpath d='M4 6h28v24H4V6zm0 8h28v8H4m9-16v24h10V5.8' fill='none' stroke='%23000' stroke-width='2'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.iobtn {
  background-color: white;
  border: none;
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='36' height='36'%3E%3Cpath fill='none' stroke='%23000' stroke-width='2' d='M3 33v-7l6.8-7h16.5l6.7 7v7H3zM3.2 26H33M21 9l5-5.9 5 6h-2.5V15h-5V9H21zm-4.9 0l-5 6-5-6h2.5V3h5v6h2.5z'/%3E%3Cpath fill='none' stroke='%23000' d='M6.1 29.5H10'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
}

.visbtn {
  background-image: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='24' height='24'%3E%3Cpath fill='none' stroke='%23333' d='M2.5 4.5h5v15h-5zM9.5 4.5h5v15h-5zM16.5 4.5h5v15h-5z'/%3E%3C/svg%3E");
  background-position: center;
  background-repeat: no-repeat;
  padding: 15px;
}

#vismenu-content {
  left: 0px;
  font-family: Verdana, sans-serif;
}

.dark .statsbtn,
.dark .savebtn,
.dark .menubtn,
.dark .iobtn,
.dark .visbtn {
  filter: invert(1);
}

.flexbox {
  display: flex;
  align-items: center;
  justify-content: space-between;
  width: 100%;
}

.savebtn {
  background-color: #d6d6d6;
  width: auto;
  height: 30px;
  flex-grow: 1;
  margin: 5px;
  border-radius: 4px;
}

.savebtn:active {
  background-color: #0a0;
  color: white;
}

.dark .savebtn:active {
  /* This will be inverted */
  background-color: #b3b;
}

.stats {
  border-collapse: collapse;
  font-size: 12pt;
  table-layout: fixed;
  width: 100%;
  min-width: 450px;
}

.dark .stats td {
  border: 1px solid #bbb;
}

.stats td {
  border: 1px solid black;
  padding: 5px;
  word-wrap: break-word;
  text-align: center;
  position: relative;
}

#checkbox-stats div {
  position: absolute;
  left: 0;
  top: 0;
  height: 100%;
  width: 100%;
  display: flex;
  align-items: center;
  justify-content: center;
}

#checkbox-stats .bar {
  background-color: rgba(28, 251, 0, 0.6);
}

.menu {
  position: relative;
  display: inline-block;
  margin: 0.4rem 0.4rem 0.4rem 0;
}

.menu-content {
  font-size: 12pt !important;
  text-align: left !important;
  font-weight: normal !important;
  display: none;
  position: absolute;
  background-color: white;
  right: 0;
  min-width: 300px;
  box-shadow: 0px 8px 16px 0px rgba(0, 0, 0, 0.2);
  z-index: 100;
  padding: 8px;
}

.dark .menu-content {
  background-color: #111;
}

.menu:hover .menu-content {
  display: block;
}

.menu:hover .menubtn,
.menu:hover .iobtn,
.menu:hover .statsbtn {
  background-color: #eee;
}

.menu-label {
  display: inline-block;
  padding: 8px;
  border: 1px solid #ccc;
  border-top: 0;
  width: calc(100% - 18px);
}

.menu-label-top {
  border-top: 1px solid #ccc;
}

.menu-textbox {
  float: left;
  height: 24px;
  margin: 10px 5px;
  padding: 5px 5px;
  font-family: Consolas, "DejaVu Sans Mono", Monaco, monospace;
  font-size: 14px;
  box-sizing: border-box;
  border: 1px solid #888;
  border-radius: 4px;
  outline: none;
  background-color: #eee;
  transition: background-color 0.2s, border 0.2s;
  width: calc(100% - 10px);
}

.menu-textbox.invalid,
.dark .menu-textbox.invalid {
  color: red;
}

.dark .menu-textbox {
  background-color: #222;
  color: #eee;
}

.radio-container {
  margin: 4px;
}

.topmostdiv {
  display: flex;
  flex-direction: column;
  width: 100%;
  background-color: white;
  transition: background-color 0.3s;
}

#top {
  display: flex;
  flex-wrap: wrap;
  justify-content: flex-end;
  align-items: center;
}

#topdivider {
  border-bottom: 2px solid black;
  display: flex;
  justify-content: center;
  align-items: center;
}

.dark #topdivider {
  border-bottom: 2px solid #ccc;
}

#topdivider>div {
  position: relative;
}

#toptoggle {
  cursor: pointer;
  user-select: none;
  position: absolute;
  padding: 0.1rem 0.3rem;
  top: -0.4rem;
  left: -1rem;
  font-size: 1.4rem;
  line-height: 60%;
  border: 1px solid black;
  border-radius: 1rem;
  background-color: #fff;
  z-index: 100;
}

.flipped {
  transform: rotate(0.5turn);
}

.dark #toptoggle {
  border: 1px solid #fff;
  background-color: #222;
}

#fileinfodiv {
  flex: 20rem 1 0;
  overflow: auto;
}

#bomcontrols {
  display: flex;
  flex-direction: row-reverse;
}

#bomcontrols>* {
  flex-shrink: 0;
}

#dbg {
  display: block;
}

::-webkit-scrollbar {
  width: 8px;
}

::-webkit-scrollbar-track {
  background: #aaa;
}

::-webkit-scrollbar-thumb {
  background: #666;
  border-radius: 3px;
}

::-webkit-scrollbar-thumb:hover {
  background: #555;
}

.slider {
  -webkit-appearance: none;
  width: 100%;
  margin: 3px 0;
  padding: 0;
  outline: none;
  opacity: 0.7;
  -webkit-transition: .2s;
  transition: opacity .2s;
  border-radius: 3px;
}

.slider:hover {
  opacity: 1;
}

.slider:focus {
  outline: none;
}

.slider::-webkit-slider-runnable-track {
  -webkit-appearance: none;
  width: 100%;
  height: 8px;
  background: #d3d3d3;
  border-radius: 3px;
  border: none;
}

.slider::-webkit-slider-thumb {
  -webkit-appearance: none;
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin-top: -4px;
}

.dark .slider::-webkit-slider-thumb {
  background: #3d3;
}

.slider::-moz-range-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
}

.slider::-moz-range-track {
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  background: #d3d3d3;
  border-radius: 3px;
}

.dark .slider::-moz-range-thumb {
  background: #3d3;
}

.slider::-ms-track {
  width: 100%;
  height: 8px;
  border-width: 3px 0;
  background: transparent;
  border-color: transparent;
  color: transparent;
  transition: opacity .2s;
}

.slider::-ms-fill-lower {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-fill-upper {
  background: #d3d3d3;
  border: none;
  border-radius: 3px;
}

.slider::-ms-thumb {
  width: 15px;
  height: 15px;
  border-radius: 50%;
  background: #0a0;
  cursor: pointer;
  margin: 0;
}

.shameless-plug {
  font-size: 0.8em;
  text-align: center;
  display: block;
}

a {
  color: #0278a4;
}

.dark a {
  color: #00b9fd;
}

#frontcanvas,
#backcanvas {
  touch-action: none;
}

.placeholder {
  border: 1px dashed #9f9fda !important;
  background-color: #edf2f7 !important;
}

.dragging {
  z-index: 999;
}

.dark .dragging>table>tbody>tr {
  background-color: #252c30;
}

.dark .placeholder {
  filter: invert(1);
}

.column-spacer {
  top: 0;
  left: 0;
  width: calc(100% - 4px);
  position: absolute;
  cursor: pointer;
  user-select: none;
  height: 100%;
}

.column-width-handle {
  top: 0;
  right: 0;
  width: 4px;
  position: absolute;
  cursor: col-resize;
  user-select: none;
  height: 100%;
}

.column-width-handle:hover {
  background-color: #4f99bd;
}

.help-link {
  border: 1px solid #0278a4;
  padding-inline: 0.3rem;
  border-radius: 3px;
  cursor: pointer;
}

.dark .help-link {
  border: 1px solid #00b9fd;
}

.bom-color {
  width: 20%;
}

.color-column input {
  width: 1.6rem;
  height: 1rem;
  border: 1px solid black;
  cursor: pointer;
  padding: 0;
}

/* removes default styling from input color element */
::-webkit-color-swatch {
  border: none;
}

::-webkit-color-swatch-wrapper {
  padding: 0;
}

::-moz-color-swatch,
::-moz-focus-inner {
  border: none;
}

::-moz-focus-inner {
  padding: 0;
}
/* #bomhead {
    position: sticky;
    top: 0px;
    z-index: 1;
} */
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  <script type="text/javascript" >
///////////////////////////////////////////////
/*
  Split.js - v1.3.5
  MIT License
  https://github.com/nathancahill/Split.js
*/
!function(e,t){"object"==typeof exports&&"undefined"!=typeof module?module.exports=t():"function"==typeof define&&define.amd?define(t):e.Split=t()}(this,function(){"use strict";var e=window,t=e.document,n="addEventListener",i="removeEventListener",r="getBoundingClientRect",s=function(){return!1},o=e.attachEvent&&!e[n],a=["","-webkit-","-moz-","-o-"].filter(function(e){var n=t.createElement("div");return n.style.cssText="width:"+e+"calc(9px)",!!n.style.length}).shift()+"calc",l=function(e){return"string"==typeof e||e instanceof String?t.querySelector(e):e};return function(u,c){function z(e,t,n){var i=A(y,t,n);Object.keys(i).forEach(function(t){return e.style[t]=i[t]})}function h(e,t){var n=B(y,t);Object.keys(n).forEach(function(t){return e.style[t]=n[t]})}function f(e){var t=E[this.a],n=E[this.b],i=t.size+n.size;t.size=e/this.size*i,n.size=i-e/this.size*i,z(t.element,t.size,this.aGutterSize),z(n.element,n.size,this.bGutterSize)}function m(e){var t;this.dragging&&((t="touches"in e?e.touches[0][b]-this.start:e[b]-this.start)<=E[this.a].minSize+M+this.aGutterSize?t=E[this.a].minSize+this.aGutterSize:t>=this.size-(E[this.b].minSize+M+this.bGutterSize)&&(t=this.size-(E[this.b].minSize+this.bGutterSize)),f.call(this,t),c.onDrag&&c.onDrag())}function g(){var e=E[this.a].element,t=E[this.b].element;this.size=e[r]()[y]+t[r]()[y]+this.aGutterSize+this.bGutterSize,this.start=e[r]()[G]}function d(){var t=this,n=E[t.a].element,r=E[t.b].element;t.dragging&&c.onDragEnd&&c.onDragEnd(),t.dragging=!1,e[i]("mouseup",t.stop),e[i]("touchend",t.stop),e[i]("touchcancel",t.stop),t.parent[i]("mousemove",t.move),t.parent[i]("touchmove",t.move),delete t.stop,delete t.move,n[i]("selectstart",s),n[i]("dragstart",s),r[i]("selectstart",s),r[i]("dragstart",s),n.style.userSelect="",n.style.webkitUserSelect="",n.style.MozUserSelect="",n.style.pointerEvents="",r.style.userSelect="",r.style.webkitUserSelect="",r.style.MozUserSelect="",r.style.pointerEvents="",t.gutter.style.cursor="",t.parent.style.cursor=""}function S(t){var i=this,r=E[i.a].element,o=E[i.b].element;!i.dragging&&c.onDragStart&&c.onDragStart(),t.preventDefault(),i.dragging=!0,i.move=m.bind(i),i.stop=d.bind(i),e[n]("mouseup",i.stop),e[n]("touchend",i.stop),e[n]("touchcancel",i.stop),i.parent[n]("mousemove",i.move),i.parent[n]("touchmove",i.move),r[n]("selectstart",s),r[n]("dragstart",s),o[n]("selectstart",s),o[n]("dragstart",s),r.style.userSelect="none",r.style.webkitUserSelect="none",r.style.MozUserSelect="none",r.style.pointerEvents="none",o.style.userSelect="none",o.style.webkitUserSelect="none",o.style.MozUserSelect="none",o.style.pointerEvents="none",i.gutter.style.cursor=j,i.parent.style.cursor=j,g.call(i)}function v(e){e.forEach(function(t,n){if(n>0){var i=F[n-1],r=E[i.a],s=E[i.b];r.size=e[n-1],s.size=t,z(r.element,r.size,i.aGutterSize),z(s.element,s.size,i.bGutterSize)}})}function p(){F.forEach(function(e){e.parent.removeChild(e.gutter),E[e.a].element.style[y]="",E[e.b].element.style[y]=""})}void 0===c&&(c={});var y,b,G,E,w=l(u[0]).parentNode,D=e.getComputedStyle(w).flexDirection,U=c.sizes||u.map(function(){return 100/u.length}),k=void 0!==c.minSize?c.minSize:100,x=Array.isArray(k)?k:u.map(function(){return k}),L=void 0!==c.gutterSize?c.gutterSize:10,M=void 0!==c.snapOffset?c.snapOffset:30,O=c.direction||"horizontal",j=c.cursor||("horizontal"===O?"ew-resize":"ns-resize"),C=c.gutter||function(e,n){var i=t.createElement("div");return i.className="gutter gutter-"+n,i},A=c.elementStyle||function(e,t,n){var i={};return"string"==typeof t||t instanceof String?i[e]=t:i[e]=o?t+"%":a+"("+t+"% - "+n+"px)",i},B=c.gutterStyle||function(e,t){return n={},n[e]=t+"px",n;var n};"horizontal"===O?(y="width","clientWidth",b="clientX",G="left","paddingLeft"):"vertical"===O&&(y="height","clientHeight",b="clientY",G="top","paddingTop");var F=[];return E=u.map(function(e,t){var i,s={element:l(e),size:U[t],minSize:x[t]};if(t>0&&(i={a:t-1,b:t,dragging:!1,isFirst:1===t,isLast:t===u.length-1,direction:O,parent:w},i.aGutterSize=L,i.bGutterSize=L,i.isFirst&&(i.aGutterSize=L/2),i.isLast&&(i.bGutterSize=L/2),"row-reverse"===D||"column-reverse"===D)){var a=i.a;i.a=i.b,i.b=a}if(!o&&t>0){var c=C(t,O);h(c,L),c[n]("mousedown",S.bind(i)),c[n]("touchstart",S.bind(i)),w.insertBefore(c,s.element),i.gutter=c}0===t||t===u.length-1?z(s.element,s.size,L/2):z(s.element,s.size,L);var f=s.element[r]()[y];return f<s.minSize&&(s.minSize=f),t>0&&F.push(i),s}),o?{setSizes:v,destroy:p}:{setSizes:v,getSizes:function(){return E.map(function(e){return e.size})},collapse:function(e){if(e===F.length){var t=F[e-1];g.call(t),o||f.call(t,t.size-t.bGutterSize)}else{var n=F[e];g.call(n),o||f.call(n,n.aGutterSize)}},destroy:p}}});

///////////////////////////////////////////////

///////////////////////////////////////////////
// Copyright (c) 2013 Pieroxy <pieroxy@pieroxy.net>
// This work is free. You can redistribute it and/or modify it
// under the terms of the WTFPL, Version 2
// For more information see LICENSE.txt or http://www.wtfpl.net/
//
// For more information, the home page:
// http://pieroxy.net/blog/pages/lz-string/testing.html
//
// LZ-based compression algorithm, version 1.4.4
var LZString=function(){var o=String.fromCharCode,i={};var n={decompressFromBase64:function(o){return null==o?"":""==o?null:n._decompress(o.length,32,function(n){return function(o,n){if(!i[o]){i[o]={};for(var t=0;t<o.length;t++)i[o][o.charAt(t)]=t}return i[o][n]}("ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/=",o.charAt(n))})},_decompress:function(i,n,t){var r,e,a,s,p,u,l,f=[],c=4,d=4,h=3,v="",g=[],m={val:t(0),position:n,index:1};for(r=0;r<3;r+=1)f[r]=r;for(a=0,p=Math.pow(2,2),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;l=o(a);break;case 2:return""}for(f[3]=l,e=l,g.push(l);;){if(m.index>i)return"";for(a=0,p=Math.pow(2,h),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;switch(l=a){case 0:for(a=0,p=Math.pow(2,8),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 1:for(a=0,p=Math.pow(2,16),u=1;u!=p;)s=m.val&m.position,m.position>>=1,0==m.position&&(m.position=n,m.val=t(m.index++)),a|=(s>0?1:0)*u,u<<=1;f[d++]=o(a),l=d-1,c--;break;case 2:return g.join("")}if(0==c&&(c=Math.pow(2,h),h++),f[l])v=f[l];else{if(l!==d)return null;v=e+e.charAt(0)}g.push(v),f[d++]=e+v.charAt(0),e=v,0==--c&&(c=Math.pow(2,h),h++)}}};return n}();"function"==typeof define&&define.amd?define(function(){return LZString}):"undefined"!=typeof module&&null!=module?module.exports=LZString:"undefined"!=typeof angular&&null!=angular&&angular.module("LZString",[]).factory("LZString",function(){return LZString});
///////////////////////////////////////////////

///////////////////////////////////////////////
/*!
 * PEP v0.4.3 | https://github.com/jquery/PEP
 * Copyright jQuery Foundation and other contributors | http://jquery.org/license
 */
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///////////////////////////////////////////////

///////////////////////////////////////////////
var config = {"dark_mode": true, "show_pads": true, "show_fabrication": true, "show_silkscreen": true, "highlight_pin1": "none", "redraw_on_drag": true, "board_rotation": 0, "checkboxes": "Sourced,Placed", "bom_view": "left-right", "layer_view": "FB", "offset_back_rotation": true, "kicad_text_formatting": true, "fields": ["Value", "Footprint"]}
///////////////////////////////////////////////

///////////////////////////////////////////////
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"))
///////////////////////////////////////////////

///////////////////////////////////////////////
/* Utility functions */

var storagePrefix = 'KiCad_HTML_BOM__' + pcbdata.metadata.title + '__' +
  pcbdata.metadata.revision + '__#';
var storage;

function initStorage(key) {
  try {
    window.localStorage.getItem("blank");
    storage = window.localStorage;
  } catch (e) {
    // localStorage not available
  }
  if (!storage) {
    try {
      window.sessionStorage.getItem("blank");
      storage = window.sessionStorage;
    } catch (e) {
      // sessionStorage also not available
    }
  }
}

function readStorage(key) {
  if (storage) {
    return storage.getItem(storagePrefix + key);
  } else {
    return null;
  }
}

function writeStorage(key, value) {
  if (storage) {
    storage.setItem(storagePrefix + key, value);
  }
}

function fancyDblClickHandler(el, onsingle, ondouble) {
  return function () {
    if (el.getAttribute("data-dblclick") == null) {
      el.setAttribute("data-dblclick", 1);
      setTimeout(function () {
        if (el.getAttribute("data-dblclick") == 1) {
          onsingle();
        }
        el.removeAttribute("data-dblclick");
      }, 200);
    } else {
      el.removeAttribute("data-dblclick");
      ondouble();
    }
  }
}

function smoothScrollToRow(rowid) {
  document.getElementById(rowid).scrollIntoView({
    behavior: "smooth",
    block: "center",
    inline: "nearest"
  });
}

function focusInputField(input) {
  input.scrollIntoView(false);
  input.focus();
  input.select();
}

function saveBomTable(output) {
  var text = '';
  for (var node of bomhead.childNodes[0].childNodes) {
    if (node.firstChild) {
      text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
    }
    if (node != bomhead.childNodes[0].lastChild) {
      text += (output == 'csv' ? ',' : '\t');
    }
  }
  text += '\n';
  for (var row of bombody.childNodes) {
    for (var cell of row.childNodes) {
      let val = '';
      for (var node of cell.childNodes) {
        if (node.nodeName == "INPUT") {
          if (node.checked) {
            val += '✓';
          }
        } else if ((node.nodeName == "MARK") || (node.nodeName == "A")) {
          val += node.firstChild.nodeValue;
        } else {
          val += node.nodeValue;
        }
      }
      if (output == 'csv') {
        val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
        if (isNumeric(val)) {
          val = +val;                     // use number
        } else {
          val = `"${val}"`;               // enclosed within double-quote
        }
      }
      text += val;
      if (cell != row.lastChild) {
        text += (output == 'csv' ? ',' : '\t');
      }
    }
    text += '\n';
  }

  if (output != 'clipboard') {
    // To file: csv or txt
    var blob = new Blob([text], {
      type: `text/${output}`
    });
    saveFile(`${pcbdata.metadata.title}.${output}`, blob);
  } else {
    // To clipboard
    var textArea = document.createElement("textarea");
    textArea.classList.add('clipboard-temp');
    textArea.value = text;

    document.body.appendChild(textArea);
    textArea.focus();
    textArea.select();

    try {
      if (document.execCommand('copy')) {
        console.log('Bom copied to clipboard.');
      }
    } catch (err) {
      console.log('Can not copy to clipboard.');
    }

    document.body.removeChild(textArea);
  }
}

function isNumeric(str) {
  /* https://stackoverflow.com/a/175787 */
  return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
}

function removeGutterNode(node) {
  for (var i = 0; i < node.childNodes.length; i++) {
    if (node.childNodes[i].classList &&
      node.childNodes[i].classList.contains("gutter")) {
      node.removeChild(node.childNodes[i]);
      break;
    }
  }
}

function cleanGutters() {
  removeGutterNode(document.getElementById("bot"));
  removeGutterNode(document.getElementById("canvasdiv"));
}

var units = {
  prefixes: {
    giga: ["G", "g", "giga", "Giga", "GIGA"],
    mega: ["M", "mega", "Mega", "MEGA"],
    kilo: ["K", "k", "kilo", "Kilo", "KILO"],
    milli: ["m", "milli", "Milli", "MILLI"],
    micro: ["U", "u", "micro", "Micro", "MICRO", "μ", "µ"], // different utf8 μ
    nano: ["N", "n", "nano", "Nano", "NANO"],
    pico: ["P", "p", "pico", "Pico", "PICO"],
  },
  unitsShort: ["R", "r", "Ω", "F", "f", "H", "h"],
  unitsLong: [
    "OHM", "Ohm", "ohm", "ohms",
    "FARAD", "Farad", "farad",
    "HENRY", "Henry", "henry"
  ],
  getMultiplier: function (s) {
    if (this.prefixes.giga.includes(s)) return 1e9;
    if (this.prefixes.mega.includes(s)) return 1e6;
    if (this.prefixes.kilo.includes(s)) return 1e3;
    if (this.prefixes.milli.includes(s)) return 1e-3;
    if (this.prefixes.micro.includes(s)) return 1e-6;
    if (this.prefixes.nano.includes(s)) return 1e-9;
    if (this.prefixes.pico.includes(s)) return 1e-12;
    return 1;
  },
  valueRegex: null,
}

function initUtils() {
  var allPrefixes = units.prefixes.giga
    .concat(units.prefixes.mega)
    .concat(units.prefixes.kilo)
    .concat(units.prefixes.milli)
    .concat(units.prefixes.micro)
    .concat(units.prefixes.nano)
    .concat(units.prefixes.pico);
  var allUnits = units.unitsShort.concat(units.unitsLong);
  units.valueRegex = new RegExp("^([0-9\.]+)" +
    "\\s*(" + allPrefixes.join("|") + ")?" +
    "(" + allUnits.join("|") + ")?" +
    "(\\b.*)?$", "");
  units.valueAltRegex = new RegExp("^([0-9]*)" +
    "(" + units.unitsShort.join("|") + ")?" +
    "([GgMmKkUuNnPp])?" +
    "([0-9]*)" +
    "(\\b.*)?$", "");
  if (config.fields.includes("Value")) {
    var index = config.fields.indexOf("Value");
    pcbdata.bom["parsedValues"] = {};
    for (var id in pcbdata.bom.fields) {
      pcbdata.bom.parsedValues[id] = parseValue(pcbdata.bom.fields[id][index])
    }
  }
}

function parseValue(val, ref) {
  var inferUnit = (unit, ref) => {
    if (unit) {
      unit = unit.toLowerCase();
      if (unit == 'Ω' || unit == "ohm" || unit == "ohms") {
        unit = 'r';
      }
      unit = unit[0];
    } else {
      ref = /^([a-z]+)\d+$/i.exec(ref);
      if (ref) {
        ref = ref[1].toLowerCase();
        if (ref == "c") unit = 'f';
        else if (ref == "l") unit = 'h';
        else if (ref == "r" || ref == "rv") unit = 'r';
        else unit = null;
      }
    }
    return unit;
  };
  val = val.replace(/,/g, "");
  var match = units.valueRegex.exec(val);
  var unit;
  if (match) {
    val = parseFloat(match[1]);
    if (match[2]) {
      val = val * units.getMultiplier(match[2]);
    }
    unit = inferUnit(match[3], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[4],
    }
  }
  match = units.valueAltRegex.exec(val);
  if (match && (match[1] || match[4])) {
    val = parseFloat(match[1] + "." + match[4]);
    if (match[3]) {
      val = val * units.getMultiplier(match[3]);
    }
    unit = inferUnit(match[2], ref);
    if (!unit) return null;
    else return {
      val: val,
      unit: unit,
      extra: match[5],
    }
  }
  return null;
}

function valueCompare(a, b, stra, strb) {
  if (a === null && b === null) {
    // Failed to parse both values, compare them as strings.
    if (stra != strb) return stra > strb ? 1 : -1;
    else return 0;
  } else if (a === null) {
    return 1;
  } else if (b === null) {
    return -1;
  } else {
    if (a.unit != b.unit) return a.unit > b.unit ? 1 : -1;
    else if (a.val != b.val) return a.val > b.val ? 1 : -1;
    else if (a.extra != b.extra) return a.extra > b.extra ? 1 : -1;
    else return 0;
  }
}

function validateSaveImgDimension(element) {
  var valid = false;
  var intValue = 0;
  if (/^[1-9]\d*$/.test(element.value)) {
    intValue = parseInt(element.value);
    if (intValue <= 16000) {
      valid = true;
    }
  }
  if (valid) {
    element.classList.remove("invalid");
  } else {
    element.classList.add("invalid");
  }
  return intValue;
}

function saveImage(layer) {
  var width = validateSaveImgDimension(document.getElementById("render-save-width"));
  var height = validateSaveImgDimension(document.getElementById("render-save-height"));
  var bgcolor = null;
  if (!document.getElementById("render-save-transparent").checked) {
    var style = getComputedStyle(topmostdiv);
    bgcolor = style.getPropertyValue("background-color");
  }
  if (!width || !height) return;

  // Prepare image
  var canvas = document.createElement("canvas");
  var layerdict = {
    transform: {
      x: 0,
      y: 0,
      s: 1,
      panx: 0,
      pany: 0,
      zoom: 1,
    },
    bg: canvas,
    fab: canvas,
    silk: canvas,
    highlight: canvas,
    layer: layer,
  }
  // Do the rendering
  recalcLayerScale(layerdict, width, height);
  prepareLayer(layerdict);
  clearCanvas(canvas, bgcolor);
  drawBackground(layerdict, false);
  drawHighlightsOnLayer(layerdict, false);

  // Save image
  var imgdata = canvas.toDataURL("image/png");

  var filename = pcbdata.metadata.title;
  if (pcbdata.metadata.revision) {
    filename += `.${pcbdata.metadata.revision}`;
  }
  filename += `.${layer}.png`;
  saveFile(filename, dataURLtoBlob(imgdata));
}

function saveSettings() {
  var data = {
    type: "InteractiveHtmlBom settings",
    version: 1,
    pcbmetadata: pcbdata.metadata,
    settings: settings,
  }
  var blob = new Blob([JSON.stringify(data, null, 4)], {
    type: "application/json"
  });
  saveFile(`${pcbdata.metadata.title}.settings.json`, blob);
}

function loadSettings() {
  var input = document.createElement("input");
  input.type = "file";
  input.accept = ".settings.json";
  input.onchange = function (e) {
    var file = e.target.files[0];
    var reader = new FileReader();
    reader.onload = readerEvent => {
      var content = readerEvent.target.result;
      var newSettings;
      try {
        newSettings = JSON.parse(content);
      } catch (e) {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      if (newSettings.type != "InteractiveHtmlBom settings") {
        alert("Selected file is not InteractiveHtmlBom settings file.");
        return;
      }
      var metadataMatches = newSettings.hasOwnProperty("pcbmetadata");
      if (metadataMatches) {
        for (var k in pcbdata.metadata) {
          if (!newSettings.pcbmetadata.hasOwnProperty(k) || newSettings.pcbmetadata[k] != pcbdata.metadata[k]) {
            metadataMatches = false;
          }
        }
      }
      if (!metadataMatches) {
        var currentMetadata = JSON.stringify(pcbdata.metadata, null, 4);
        var fileMetadata = JSON.stringify(newSettings.pcbmetadata, null, 4);
        if (!confirm(
          `Settins file metadata does not match current metadata.\n\n` +
          `Page metadata:\n${currentMetadata}\n\n` +
          `Settings file metadata:\n${fileMetadata}\n\n` +
          `Press OK if you would like to import settings anyway.`)) {
          return;
        }
      }
      overwriteSettings(newSettings.settings);
    }
    reader.readAsText(file, 'UTF-8');
  }
  input.click();
}

function resetSettings() {
  if (!confirm(
    `This will reset all checkbox states and other settings.\n\n` +
    `Press OK if you want to continue.`)) {
    return;
  }
  if (storage) {
    var keys = [];
    for (var i = 0; i < storage.length; i++) {
      var key = storage.key(i);
      if (key.startsWith(storagePrefix)) keys.push(key);
    }
    for (var key of keys) storage.removeItem(key);
  }
  location.reload();
}

function overwriteSettings(newSettings) {
  initDone = false;
  Object.assign(settings, newSettings);
  writeStorage("bomlayout", settings.bomlayout);
  writeStorage("bommode", settings.bommode);
  writeStorage("canvaslayout", settings.canvaslayout);
  writeStorage("bomCheckboxes", settings.checkboxes.join(","));
  document.getElementById("bomCheckboxes").value = settings.checkboxes.join(",");
  for (var checkbox of settings.checkboxes) {
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
  }
  writeStorage("markWhenChecked", settings.markWhenChecked);
  padsVisible(settings.renderPads);
  document.getElementById("padsCheckbox").checked = settings.renderPads;
  fabricationVisible(settings.renderFabrication);
  document.getElementById("fabricationCheckbox").checked = settings.renderFabrication;
  silkscreenVisible(settings.renderSilkscreen);
  document.getElementById("silkscreenCheckbox").checked = settings.renderSilkscreen;
  referencesVisible(settings.renderReferences);
  document.getElementById("referencesCheckbox").checked = settings.renderReferences;
  valuesVisible(settings.renderValues);
  document.getElementById("valuesCheckbox").checked = settings.renderValues;
  tracksVisible(settings.renderTracks);
  document.getElementById("tracksCheckbox").checked = settings.renderTracks;
  zonesVisible(settings.renderZones);
  document.getElementById("zonesCheckbox").checked = settings.renderZones;
  dnpOutline(settings.renderDnpOutline);
  document.getElementById("dnpOutlineCheckbox").checked = settings.renderDnpOutline;
  setRedrawOnDrag(settings.redrawOnDrag);
  document.getElementById("dragCheckbox").checked = settings.redrawOnDrag;
  setDarkMode(settings.darkMode);
  document.getElementById("darkmodeCheckbox").checked = settings.darkMode;
  setHighlightPin1(settings.highlightpin1);
  document.forms.highlightpin1.highlightpin1.value = settings.highlightpin1;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  setOffsetBackRotation(settings.offsetBackRotation);
  document.getElementById("offsetBackRotationCheckbox").checked = settings.offsetBackRotation;
  initDone = true;
  prepCheckboxes();
  changeBomLayout(settings.bomlayout);
}

function saveFile(filename, blob) {
  var link = document.createElement("a");
  var objurl = URL.createObjectURL(blob);
  link.download = filename;
  link.href = objurl;
  link.click();
}

function dataURLtoBlob(dataurl) {
  var arr = dataurl.split(','),
    mime = arr[0].match(/:(.*?);/)[1],
    bstr = atob(arr[1]),
    n = bstr.length,
    u8arr = new Uint8Array(n);
  while (n--) {
    u8arr[n] = bstr.charCodeAt(n);
  }
  return new Blob([u8arr], {
    type: mime
  });
}

var settings = {
  canvaslayout: "FB",
  bomlayout: "left-right",
  bommode: "grouped",
  checkboxes: [],
  checkboxStoredRefs: {},
  darkMode: false,
  highlightpin1: "none",
  redrawOnDrag: true,
  boardRotation: 0,
  offsetBackRotation: false,
  renderPads: true,
  renderReferences: true,
  renderValues: true,
  renderSilkscreen: true,
  renderFabrication: true,
  renderDnpOutline: false,
  renderTracks: true,
  renderZones: true,
  columnOrder: [],
  hiddenColumns: [],
  netColors: {},
}

function initDefaults() {
  settings.bomlayout = readStorage("bomlayout");
  if (settings.bomlayout === null) {
    settings.bomlayout = config.bom_view;
  }
  if (!['bom-only', 'left-right', 'top-bottom'].includes(settings.bomlayout)) {
    settings.bomlayout = config.bom_view;
  }
  settings.bommode = readStorage("bommode");
  if (settings.bommode === null) {
    settings.bommode = "grouped";
  }
  if (settings.bommode == "netlist" && !pcbdata.nets) {
    settings.bommode = "grouped";
  }
  if (!["grouped", "ungrouped", "netlist"].includes(settings.bommode)) {
    settings.bommode = "grouped";
  }
  settings.canvaslayout = readStorage("canvaslayout");
  if (settings.canvaslayout === null) {
    settings.canvaslayout = config.layer_view;
  }
  var bomCheckboxes = readStorage("bomCheckboxes");
  if (bomCheckboxes === null) {
    bomCheckboxes = config.checkboxes;
  }
  settings.checkboxes = bomCheckboxes.split(",").filter((e) => e);
  document.getElementById("bomCheckboxes").value = bomCheckboxes;

  var highlightpin1 = readStorage("highlightpin1") || config.highlight_pin1;
  if (highlightpin1 === "false") highlightpin1 = "none";
  if (highlightpin1 === "true") highlightpin1 = "all";
  setHighlightPin1(highlightpin1);
  document.forms.highlightpin1.highlightpin1.value = highlightpin1;

  settings.markWhenChecked = readStorage("markWhenChecked") || "";
  populateMarkWhenCheckedOptions();

  function initBooleanSetting(storageString, def, elementId, func) {
    var b = readStorage(storageString);
    if (b === null) {
      b = def;
    } else {
      b = (b == "true");
    }
    document.getElementById(elementId).checked = b;
    func(b);
  }

  initBooleanSetting("padsVisible", config.show_pads, "padsCheckbox", padsVisible);
  initBooleanSetting("fabricationVisible", config.show_fabrication, "fabricationCheckbox", fabricationVisible);
  initBooleanSetting("silkscreenVisible", config.show_silkscreen, "silkscreenCheckbox", silkscreenVisible);
  initBooleanSetting("referencesVisible", true, "referencesCheckbox", referencesVisible);
  initBooleanSetting("valuesVisible", true, "valuesCheckbox", valuesVisible);
  if ("tracks" in pcbdata) {
    initBooleanSetting("tracksVisible", true, "tracksCheckbox", tracksVisible);
    initBooleanSetting("zonesVisible", true, "zonesCheckbox", zonesVisible);
  } else {
    document.getElementById("tracksAndZonesCheckboxes").style.display = "none";
    tracksVisible(false);
    zonesVisible(false);
  }
  initBooleanSetting("dnpOutline", false, "dnpOutlineCheckbox", dnpOutline);
  initBooleanSetting("redrawOnDrag", config.redraw_on_drag, "dragCheckbox", setRedrawOnDrag);
  initBooleanSetting("darkmode", config.dark_mode, "darkmodeCheckbox", setDarkMode);

  var fields = ["checkboxes", "References"].concat(config.fields).concat(["Quantity"]);
  var hcols = JSON.parse(readStorage("hiddenColumns"));
  if (hcols === null) {
    hcols = [];
  }
  settings.hiddenColumns = hcols.filter(e => fields.includes(e));

  var cord = JSON.parse(readStorage("columnOrder"));
  if (cord === null) {
    cord = fields;
  } else {
    cord = cord.filter(e => fields.includes(e));
    if (cord.length != fields.length)
      cord = fields;
  }
  settings.columnOrder = cord;

  settings.boardRotation = readStorage("boardRotation");
  if (settings.boardRotation === null) {
    settings.boardRotation = config.board_rotation * 5;
  } else {
    settings.boardRotation = parseInt(settings.boardRotation);
  }
  document.getElementById("boardRotation").value = settings.boardRotation / 5;
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  initBooleanSetting("offsetBackRotation", config.offset_back_rotation, "offsetBackRotationCheckbox", setOffsetBackRotation);

  settings.netColors = JSON.parse(readStorage("netColors")) || {};
}

// Helper classes for user js callbacks.

const IBOM_EVENT_TYPES = {
  ALL: "all",
  HIGHLIGHT_EVENT: "highlightEvent",
  CHECKBOX_CHANGE_EVENT: "checkboxChangeEvent",
  BOM_BODY_CHANGE_EVENT: "bomBodyChangeEvent",
}

const EventHandler = {
  callbacks: {},
  init: function () {
    for (eventType of Object.values(IBOM_EVENT_TYPES))
      this.callbacks[eventType] = [];
  },
  registerCallback: function (eventType, callback) {
    this.callbacks[eventType].push(callback);
  },
  emitEvent: function (eventType, eventArgs) {
    event = {
      eventType: eventType,
      args: eventArgs,
    }
    var callback;
    for (callback of this.callbacks[eventType])
      callback(event);
    for (callback of this.callbacks[IBOM_EVENT_TYPES.ALL])
      callback(event);
  }
}
EventHandler.init();

///////////////////////////////////////////////

///////////////////////////////////////////////
/* PCB rendering code */

var emptyContext2d = document.createElement("canvas").getContext("2d");

function deg2rad(deg) {
  return deg * Math.PI / 180;
}

function calcFontPoint(linepoint, text, offsetx, offsety, tilt) {
  var point = [
    linepoint[0] * text.width + offsetx,
    linepoint[1] * text.height + offsety
  ];
  // This approximates pcbnew behavior with how text tilts depending on horizontal justification
  point[0] -= (linepoint[1] + 0.5 * (1 + text.justify[0])) * text.height * tilt;
  return point;
}

function drawText(ctx, text, color) {
  if ("ref" in text && !settings.renderReferences) return;
  if ("val" in text && !settings.renderValues) return;
  ctx.save();
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  ctx.lineWidth = text.thickness;
  if ("svgpath" in text) {
    ctx.stroke(new Path2D(text.svgpath));
    ctx.restore();
    return;
  }
  if ("polygons" in text) {
    ctx.fill(getPolygonsPath(text));
    ctx.restore();
    return;
  }
  ctx.translate(...text.pos);
  ctx.translate(text.thickness * 0.5, 0);
  var angle = -text.angle;
  if (text.attr.includes("mirrored")) {
    ctx.scale(-1, 1);
    angle = -angle;
  }
  var tilt = 0;
  if (text.attr.includes("italic")) {
    tilt = 0.125;
  }
  var interline = text.height * 1.5 + text.thickness;
  var txt = text.text.split("\n");
  // KiCad ignores last empty line.
  if (txt[txt.length - 1] == '') txt.pop();
  ctx.rotate(deg2rad(angle));
  var offsety = (1 - text.justify[1]) / 2 * text.height; // One line offset
  offsety -= (txt.length - 1) * (text.justify[1] + 1) / 2 * interline; // Multiline offset
  for (var i in txt) {
    var lineWidth = text.thickness + interline / 2 * tilt;
    for (var j = 0; j < txt[i].length; j++) {
      if (txt[i][j] == '\t') {
        var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
        lineWidth += fourSpaces - lineWidth % fourSpaces;
      } else {
        if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
        }
        lineWidth += pcbdata.font_data[txt[i][j]].w * text.width;
      }
    }
    var offsetx = -lineWidth * (text.justify[0] + 1) / 2;
    var inOverbar = false;
    for (var j = 0; j < txt[i].length; j++) {
      if (config.kicad_text_formatting) {
        if (txt[i][j] == '\t') {
          var fourSpaces = 4 * pcbdata.font_data[' '].w * text.width;
          offsetx += fourSpaces - offsetx % fourSpaces;
          continue;
        } else if (txt[i][j] == '~') {
          j++;
          if (j == txt[i].length)
            break;
          if (txt[i][j] != '~') {
            inOverbar = !inOverbar;
          }
        }
      }
      var glyph = pcbdata.font_data[txt[i][j]];
      if (inOverbar) {
        var overbarStart = [offsetx, -text.height * 1.4 + offsety];
        var overbarEnd = [offsetx + text.width * glyph.w, overbarStart[1]];

        if (!lastHadOverbar) {
          overbarStart[0] += text.height * 1.4 * tilt;
          lastHadOverbar = true;
        }
        ctx.beginPath();
        ctx.moveTo(...overbarStart);
        ctx.lineTo(...overbarEnd);
        ctx.stroke();
      } else {
        lastHadOverbar = false;
      }
      for (var line of glyph.l) {
        ctx.beginPath();
        ctx.moveTo(...calcFontPoint(line[0], text, offsetx, offsety, tilt));
        for (var k = 1; k < line.length; k++) {
          ctx.lineTo(...calcFontPoint(line[k], text, offsetx, offsety, tilt));
        }
        ctx.stroke();
      }
      offsetx += glyph.w * text.width;
    }
    offsety += interline;
  }
  ctx.restore();
}

function drawedge(ctx, scalefactor, edge, color) {
  ctx.strokeStyle = color;
  ctx.fillStyle = color;
  ctx.lineWidth = Math.max(1 / scalefactor, edge.width);
  ctx.lineCap = "round";
  ctx.lineJoin = "round";
  if ("svgpath" in edge) {
    ctx.stroke(new Path2D(edge.svgpath));
  } else {
    ctx.beginPath();
    if (edge.type == "segment") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(...edge.end);
    }
    if (edge.type == "rect") {
      ctx.moveTo(...edge.start);
      ctx.lineTo(edge.start[0], edge.end[1]);
      ctx.lineTo(...edge.end);
      ctx.lineTo(edge.end[0], edge.start[1]);
      ctx.lineTo(...edge.start);
    }
    if (edge.type == "arc") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        deg2rad(edge.startangle),
        deg2rad(edge.endangle));
    }
    if (edge.type == "circle") {
      ctx.arc(
        ...edge.start,
        edge.radius,
        0, 2 * Math.PI);
      ctx.closePath();
    }
    if (edge.type == "curve") {
      ctx.moveTo(...edge.start);
      ctx.bezierCurveTo(...edge.cpa, ...edge.cpb, ...edge.end);
    }
    if("filled" in edge && edge.filled)
      ctx.fill();
    else
      ctx.stroke();
  }
}

function getChamferedRectPath(size, radius, chamfpos, chamfratio) {
  // chamfpos is a bitmask, left = 1, right = 2, bottom left = 4, bottom right = 8
  var path = new Path2D();
  var width = size[0];
  var height = size[1];
  var x = width * -0.5;
  var y = height * -0.5;
  var chamfOffset = Math.min(width, height) * chamfratio;
  path.moveTo(x, 0);
  if (chamfpos & 4) {
    path.lineTo(x, y + height - chamfOffset);
    path.lineTo(x + chamfOffset, y + height);
    path.lineTo(0, y + height);
  } else {
    path.arcTo(x, y + height, x + width, y + height, radius);
  }
  if (chamfpos & 8) {
    path.lineTo(x + width - chamfOffset, y + height);
    path.lineTo(x + width, y + height - chamfOffset);
    path.lineTo(x + width, 0);
  } else {
    path.arcTo(x + width, y + height, x + width, y, radius);
  }
  if (chamfpos & 2) {
    path.lineTo(x + width, y + chamfOffset);
    path.lineTo(x + width - chamfOffset, y);
    path.lineTo(0, y);
  } else {
    path.arcTo(x + width, y, x, y, radius);
  }
  if (chamfpos & 1) {
    path.lineTo(x + chamfOffset, y);
    path.lineTo(x, y + chamfOffset);
    path.lineTo(x, 0);
  } else {
    path.arcTo(x, y, x, y + height, radius);
  }
  path.closePath();
  return path;
}

function getOblongPath(size) {
  return getChamferedRectPath(size, Math.min(size[0], size[1]) / 2, 0, 0);
}

function getPolygonsPath(shape) {
  if (shape.path2d) {
    return shape.path2d;
  }
  if ("svgpath" in shape) {
    shape.path2d = new Path2D(shape.svgpath);
  } else {
    var path = new Path2D();
    for (var polygon of shape.polygons) {
      path.moveTo(...polygon[0]);
      for (var i = 1; i < polygon.length; i++) {
        path.lineTo(...polygon[i]);
      }
      path.closePath();
    }
    shape.path2d = path;
  }
  return shape.path2d;
}

function drawPolygonShape(ctx, scalefactor, shape, color) {
  ctx.save();
  if (!("svgpath" in shape)) {
    ctx.translate(...shape.pos);
    ctx.rotate(deg2rad(-shape.angle));
  }
  if("filled" in shape && !shape.filled) {
    ctx.strokeStyle = color;
    ctx.lineWidth = Math.max(1 / scalefactor, shape.width);
    ctx.lineCap = "round";
    ctx.lineJoin = "round";
    ctx.stroke(getPolygonsPath(shape));
  } else {
    ctx.fillStyle = color;
    ctx.fill(getPolygonsPath(shape));
  }
  ctx.restore();
}

function drawDrawing(ctx, scalefactor, drawing, color) {
  if (["segment", "arc", "circle", "curve", "rect"].includes(drawing.type)) {
    drawedge(ctx, scalefactor, drawing, color);
  } else if (drawing.type == "polygon") {
    drawPolygonShape(ctx, scalefactor, drawing, color);
  } else {
    drawText(ctx, drawing, color);
  }
}

function getCirclePath(radius) {
  var path = new Path2D();
  path.arc(0, 0, radius, 0, 2 * Math.PI);
  path.closePath();
  return path;
}

function getCachedPadPath(pad) {
  if (!pad.path2d) {
    // if path2d is not set, build one and cache it on pad object
    if (pad.shape == "rect") {
      pad.path2d = new Path2D();
      pad.path2d.rect(...pad.size.map(c => -c * 0.5), ...pad.size);
    } else if (pad.shape == "oval") {
      pad.path2d = getOblongPath(pad.size);
    } else if (pad.shape == "circle") {
      pad.path2d = getCirclePath(pad.size[0] / 2);
    } else if (pad.shape == "roundrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, 0, 0);
    } else if (pad.shape == "chamfrect") {
      pad.path2d = getChamferedRectPath(pad.size, pad.radius, pad.chamfpos, pad.chamfratio)
    } else if (pad.shape == "custom") {
      pad.path2d = getPolygonsPath(pad);
    }
  }
  return pad.path2d;
}

function drawPad(ctx, pad, color, outline) {
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(-deg2rad(pad.angle));
  if (pad.offset) {
    ctx.translate(...pad.offset);
  }
  ctx.fillStyle = color;
  ctx.strokeStyle = color;
  var path = getCachedPadPath(pad);
  if (outline) {
    ctx.stroke(path);
  } else {
    ctx.fill(path);
  }
  ctx.restore();
}

function drawPadHole(ctx, pad, padHoleColor) {
  if (pad.type != "th") return;
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(-deg2rad(pad.angle));
  ctx.fillStyle = padHoleColor;
  if (pad.drillshape == "oblong") {
    ctx.fill(getOblongPath(pad.drillsize));
  } else {
    ctx.fill(getCirclePath(pad.drillsize[0] / 2));
  }
  ctx.restore();
}

function drawFootprint(ctx, layer, scalefactor, footprint, colors, highlight, outline) {
  if (highlight) {
    // draw bounding box
    if (footprint.layer == layer) {
      ctx.save();
      ctx.globalAlpha = 0.2;
      ctx.translate(...footprint.bbox.pos);
      ctx.rotate(deg2rad(-footprint.bbox.angle));
      ctx.translate(...footprint.bbox.relpos);
      ctx.fillStyle = colors.pad;
      ctx.fillRect(0, 0, ...footprint.bbox.size);
      ctx.globalAlpha = 1;
      ctx.strokeStyle = colors.pad;
      ctx.lineWidth = 3 / scalefactor;
      ctx.strokeRect(0, 0, ...footprint.bbox.size);
      ctx.restore();
    }
  }
  // draw drawings
  for (var drawing of footprint.drawings) {
    if (drawing.layer == layer) {
      drawDrawing(ctx, scalefactor, drawing.drawing, colors.pad);
    }
  }
  ctx.lineWidth = 3 / scalefactor;
  // draw pads
  if (settings.renderPads) {
    for (var pad of footprint.pads) {
      if (pad.layers.includes(layer)) {
        drawPad(ctx, pad, colors.pad, outline);
        if (pad.pin1 &&
          (settings.highlightpin1 == "all" ||
            settings.highlightpin1 == "selected" && highlight)) {
          drawPad(ctx, pad, colors.outline, true);
        }
      }
    }
    for (var pad of footprint.pads) {
      drawPadHole(ctx, pad, colors.padHole);
    }
  }
}

function drawEdgeCuts(canvas, scalefactor) {
  var ctx = canvas.getContext("2d");
  var edgecolor = getComputedStyle(topmostdiv).getPropertyValue('--pcb-edge-color');
  for (var edge of pcbdata.edges) {
    drawDrawing(ctx, scalefactor, edge, edgecolor);
  }
}

function drawFootprints(canvas, layer, scalefactor, highlight) {
  var ctx = canvas.getContext("2d");
  ctx.lineWidth = 3 / scalefactor;
  var style = getComputedStyle(topmostdiv);

  var colors = {
    pad: style.getPropertyValue('--pad-color'),
    padHole: style.getPropertyValue('--pad-hole-color'),
    outline: style.getPropertyValue('--pin1-outline-color'),
  }

  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var mod = pcbdata.footprints[i];
    var outline = settings.renderDnpOutline && pcbdata.bom.skipped.includes(i);
    var h = highlightedFootprints.includes(i);
    var d = markedFootprints.has(i);
    if (highlight) {
      if(h && d) {
        colors.pad = style.getPropertyValue('--pad-color-highlight-both');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-both');
      } else if (h) {
        colors.pad = style.getPropertyValue('--pad-color-highlight');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight');
      } else if (d) {
        colors.pad = style.getPropertyValue('--pad-color-highlight-marked');
        colors.outline = style.getPropertyValue('--pin1-outline-color-highlight-marked');
      }
    }
    if( h || d || !highlight) {
      drawFootprint(ctx, layer, scalefactor, mod, colors, highlight, outline);
    }
  }
}

function drawBgLayer(layername, canvas, layer, scalefactor, edgeColor, polygonColor, textColor) {
  var ctx = canvas.getContext("2d");
  for (var d of pcbdata.drawings[layername][layer]) {
    if (["segment", "arc", "circle", "curve", "rect"].includes(d.type)) {
      drawedge(ctx, scalefactor, d, edgeColor);
    } else if (d.type == "polygon") {
      drawPolygonShape(ctx, scalefactor, d, polygonColor);
    } else {
      drawText(ctx, d, textColor);
    }
  }
}

function drawTracks(canvas, layer, defaultColor, highlight) {
  ctx = canvas.getContext("2d");
  ctx.lineCap = "round";

  var hasHole = (track) => (
    'drillsize' in track &&
    track.start[0] == track.end[0] &&
    track.start[1] == track.end[1]);

  // First draw tracks and tented vias
  for (var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    if (!hasHole(track)) {
      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
      ctx.lineWidth = track.width;
      ctx.beginPath();
      if ('radius' in track) {
        ctx.arc(
          ...track.center,
          track.radius,
          deg2rad(track.startangle),
          deg2rad(track.endangle));
      } else {
        ctx.moveTo(...track.start);
        ctx.lineTo(...track.end);
      }
      ctx.stroke();
    }
  }
  // Second pass to draw untented vias
  var style = getComputedStyle(topmostdiv);
  var holeColor = style.getPropertyValue('--pad-hole-color')

  for (var track of pcbdata.tracks[layer]) {
    if (highlight && highlightedNet != track.net) continue;
    if (hasHole(track)) {
      ctx.strokeStyle = highlight ? defaultColor : settings.netColors[track.net] || defaultColor;
      ctx.lineWidth = track.width;
      ctx.beginPath();
      ctx.moveTo(...track.start);
      ctx.lineTo(...track.end);
      ctx.stroke();
      ctx.strokeStyle = holeColor;
      ctx.lineWidth = track.drillsize;
      ctx.lineTo(...track.end);
      ctx.stroke();
    }
  }
}

function drawZones(canvas, layer, defaultColor, highlight) {
  ctx = canvas.getContext("2d");
  ctx.lineJoin = "round";
  for (var zone of pcbdata.zones[layer]) {
    if (highlight && highlightedNet != zone.net) continue;
    ctx.strokeStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
    ctx.fillStyle = highlight ? defaultColor : settings.netColors[zone.net] || defaultColor;
    if (!zone.path2d) {
      zone.path2d = getPolygonsPath(zone);
    }
    ctx.fill(zone.path2d, zone.fillrule || "nonzero");
    if (zone.width > 0) {
      ctx.lineWidth = zone.width;
      ctx.stroke(zone.path2d);
    }
  }
}

function clearCanvas(canvas, color = null) {
  var ctx = canvas.getContext("2d");
  ctx.save();
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  if (color) {
    ctx.fillStyle = color;
    ctx.fillRect(0, 0, canvas.width, canvas.height);
  } else {
    if (!window.matchMedia("print").matches)
      ctx.clearRect(0, 0, canvas.width, canvas.height);
  }
  ctx.restore();
}

function drawNets(canvas, layer, highlight) {
  var style = getComputedStyle(topmostdiv);
  if (settings.renderZones) {
    var zoneColor = style.getPropertyValue(highlight ? '--zone-color-highlight' : '--zone-color');
    drawZones(canvas, layer, zoneColor, highlight);
  }
  if (settings.renderTracks) {
    var trackColor = style.getPropertyValue(highlight ? '--track-color-highlight' : '--track-color');
    drawTracks(canvas, layer, trackColor, highlight);
  }
  if (highlight && settings.renderPads) {
    var padColor = style.getPropertyValue('--pad-color-highlight');
    var padHoleColor = style.getPropertyValue('--pad-hole-color');
    var ctx = canvas.getContext("2d");
    for (var footprint of pcbdata.footprints) {
      // draw pads
      var padDrawn = false;
      for (var pad of footprint.pads) {
        if (highlightedNet != pad.net) continue;
        if (pad.layers.includes(layer)) {
          drawPad(ctx, pad, padColor, false);
          padDrawn = true;
        }
      }
      if (padDrawn) {
        // redraw all pad holes because some pads may overlap
        for (var pad of footprint.pads) {
          drawPadHole(ctx, pad, padHoleColor);
        }
      }
    }
  }
}

function drawHighlightsOnLayer(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.highlight);
  }
  if (markedFootprints.size > 0 || highlightedFootprints.length > 0) {
    drawFootprints(canvasdict.highlight, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom, true);
  }
  if (highlightedNet !== null) {
    drawNets(canvasdict.highlight, canvasdict.layer, true);
  }
}

function drawHighlights() {
  drawHighlightsOnLayer(allcanvas.front);
  drawHighlightsOnLayer(allcanvas.back);
}

function drawBackground(canvasdict, clear = true) {
  if (clear) {
    clearCanvas(canvasdict.bg);
    clearCanvas(canvasdict.fab);
    clearCanvas(canvasdict.silk);
  }

  drawNets(canvasdict.bg, canvasdict.layer, false);
  drawFootprints(canvasdict.bg, canvasdict.layer,
    canvasdict.transform.s * canvasdict.transform.zoom, false);

  drawEdgeCuts(canvasdict.bg, canvasdict.transform.s * canvasdict.transform.zoom);

  var style = getComputedStyle(topmostdiv);
  var edgeColor = style.getPropertyValue('--silkscreen-edge-color');
  var polygonColor = style.getPropertyValue('--silkscreen-polygon-color');
  var textColor = style.getPropertyValue('--silkscreen-text-color');
  if (settings.renderSilkscreen) {
    drawBgLayer(
      "silkscreen", canvasdict.silk, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
  edgeColor = style.getPropertyValue('--fabrication-edge-color');
  polygonColor = style.getPropertyValue('--fabrication-polygon-color');
  textColor = style.getPropertyValue('--fabrication-text-color');
  if (settings.renderFabrication) {
    drawBgLayer(
      "fabrication", canvasdict.fab, canvasdict.layer,
      canvasdict.transform.s * canvasdict.transform.zoom,
      edgeColor, polygonColor, textColor);
  }
}

function prepareCanvas(canvas, flip, transform) {
  var ctx = canvas.getContext("2d");
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  ctx.scale(transform.zoom, transform.zoom);
  ctx.translate(transform.panx, transform.pany);
  if (flip) {
    ctx.scale(-1, 1);
  }
  ctx.translate(transform.x, transform.y);
  ctx.rotate(deg2rad(settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
  ctx.scale(transform.s, transform.s);
}

function prepareLayer(canvasdict) {
  var flip = (canvasdict.layer === "B");
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    prepareCanvas(canvasdict[c], flip, canvasdict.transform);
  }
}

function rotateVector(v, angle) {
  angle = deg2rad(angle);
  return [
    v[0] * Math.cos(angle) - v[1] * Math.sin(angle),
    v[0] * Math.sin(angle) + v[1] * Math.cos(angle)
  ];
}

function applyRotation(bbox, flip) {
  var corners = [
    [bbox.minx, bbox.miny],
    [bbox.minx, bbox.maxy],
    [bbox.maxx, bbox.miny],
    [bbox.maxx, bbox.maxy],
  ];
  corners = corners.map((v) => rotateVector(v, settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0)));
  return {
    minx: corners.reduce((a, v) => Math.min(a, v[0]), Infinity),
    miny: corners.reduce((a, v) => Math.min(a, v[1]), Infinity),
    maxx: corners.reduce((a, v) => Math.max(a, v[0]), -Infinity),
    maxy: corners.reduce((a, v) => Math.max(a, v[1]), -Infinity),
  }
}

function recalcLayerScale(layerdict, width, height) {
  var flip = (layerdict.layer === "B");
  var bbox = applyRotation(pcbdata.edges_bbox, flip);
  var scalefactor = 0.98 * Math.min(
    width / (bbox.maxx - bbox.minx),
    height / (bbox.maxy - bbox.miny)
  );
  if (scalefactor < 0.1) {
    scalefactor = 1;
  }
  layerdict.transform.s = scalefactor;
  if (flip) {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor + width) * 0.5;
  } else {
    layerdict.transform.x = -((bbox.maxx + bbox.minx) * scalefactor - width) * 0.5;
  }
  layerdict.transform.y = -((bbox.maxy + bbox.miny) * scalefactor - height) * 0.5;
  for (var c of ["bg", "fab", "silk", "highlight"]) {
    canvas = layerdict[c];
    canvas.width = width;
    canvas.height = height;
    canvas.style.width = (width / devicePixelRatio) + "px";
    canvas.style.height = (height / devicePixelRatio) + "px";
  }
}

function redrawCanvas(layerdict) {
  prepareLayer(layerdict);
  drawBackground(layerdict);
  drawHighlightsOnLayer(layerdict);
}

function resizeCanvas(layerdict) {
  var canvasdivid = {
    "F": "frontcanvas",
    "B": "backcanvas"
  } [layerdict.layer];
  var width = document.getElementById(canvasdivid).clientWidth * devicePixelRatio;
  var height = document.getElementById(canvasdivid).clientHeight * devicePixelRatio;
  recalcLayerScale(layerdict, width, height);
  redrawCanvas(layerdict);
}

function resizeAll() {
  resizeCanvas(allcanvas.front);
  resizeCanvas(allcanvas.back);
}

function pointWithinDistanceToSegment(x, y, x1, y1, x2, y2, d) {
  var A = x - x1;
  var B = y - y1;
  var C = x2 - x1;
  var D = y2 - y1;

  var dot = A * C + B * D;
  var len_sq = C * C + D * D;
  var dx, dy;
  if (len_sq == 0) {
    // start and end of the segment coincide
    dx = x - x1;
    dy = y - y1;
  } else {
    var param = dot / len_sq;
    var xx, yy;
    if (param < 0) {
      xx = x1;
      yy = y1;
    } else if (param > 1) {
      xx = x2;
      yy = y2;
    } else {
      xx = x1 + param * C;
      yy = y1 + param * D;
    }
    dx = x - xx;
    dy = y - yy;
  }
  return dx * dx + dy * dy <= d * d;
}

function modulo(n, mod) {
  return ((n % mod) + mod) % mod;
}

function pointWithinDistanceToArc(x, y, xc, yc, radius, startangle, endangle, d) {
  var dx = x - xc;
  var dy = y - yc;
  var r_sq = dx * dx + dy * dy;
  var rmin = Math.max(0, radius - d);
  var rmax = radius + d;

  if (r_sq < rmin * rmin || r_sq > rmax * rmax)
    return false;

  var angle1 = modulo(deg2rad(startangle), 2 * Math.PI);
  var dx1 = xc + radius * Math.cos(angle1) - x;
  var dy1 = yc + radius * Math.sin(angle1) - y;
  if (dx1 * dx1 + dy1 * dy1 <= d * d)
    return true;

  var angle2 = modulo(deg2rad(endangle), 2 * Math.PI);
  var dx2 = xc + radius * Math.cos(angle2) - x;
  var dy2 = yc + radius * Math.sin(angle2) - y;
  if (dx2 * dx2 + dy2 * dy2 <= d * d)
    return true;

  var angle = modulo(Math.atan2(dy, dx), 2 * Math.PI);
  if (angle1 > angle2)
    return (angle >= angle2 || angle <= angle1);
  else
    return (angle >= angle1 && angle <= angle2);
}

function pointWithinPad(x, y, pad) {
  var v = [x - pad.pos[0], y - pad.pos[1]];
  v = rotateVector(v, pad.angle);
  if (pad.offset) {
    v[0] -= pad.offset[0];
    v[1] -= pad.offset[1];
  }
  return emptyContext2d.isPointInPath(getCachedPadPath(pad), ...v);
}

function netHitScan(layer, x, y) {
  // Check track segments
  if (settings.renderTracks && pcbdata.tracks) {
    for (var track of pcbdata.tracks[layer]) {
      if ('radius' in track) {
        if (pointWithinDistanceToArc(x, y, ...track.center, track.radius, track.startangle, track.endangle, track.width / 2)) {
          return track.net;
        }
      } else {
        if (pointWithinDistanceToSegment(x, y, ...track.start, ...track.end, track.width / 2)) {
          return track.net;
        }
      }
    }
  }
  // Check pads
  if (settings.renderPads) {
    for (var footprint of pcbdata.footprints) {
      for (var pad of footprint.pads) {
        if (pad.layers.includes(layer) && pointWithinPad(x, y, pad)) {
          return pad.net;
        }
      }
    }
  }
  return null;
}

function pointWithinFootprintBbox(x, y, bbox) {
  var v = [x - bbox.pos[0], y - bbox.pos[1]];
  v = rotateVector(v, bbox.angle);
  return bbox.relpos[0] <= v[0] && v[0] <= bbox.relpos[0] + bbox.size[0] &&
    bbox.relpos[1] <= v[1] && v[1] <= bbox.relpos[1] + bbox.size[1];
}

function bboxHitScan(layer, x, y) {
  var result = [];
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    var footprint = pcbdata.footprints[i];
    if (footprint.layer == layer) {
      if (pointWithinFootprintBbox(x, y, footprint.bbox)) {
        result.push(i);
      }
    }
  }
  return result;
}

function handlePointerDown(e, layerdict) {
  if (e.button != 0 && e.button != 1) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  layerdict.pointerStates[e.pointerId] = {
    distanceTravelled: 0,
    lastX: e.offsetX,
    lastY: e.offsetY,
    downTime: Date.now(),
  };
}

function handleMouseClick(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var x = e.offsetX;
  var y = e.offsetY;
  var t = layerdict.transform;
  var flip = layerdict.layer === "B";
  if (flip) {
    x = (devicePixelRatio * x / t.zoom - t.panx + t.x) / -t.s;
  } else {
    x = (devicePixelRatio * x / t.zoom - t.panx - t.x) / t.s;
  }
  y = (devicePixelRatio * y / t.zoom - t.y - t.pany) / t.s;
  var v = rotateVector([x, y], -settings.boardRotation + (flip && settings.offsetBackRotation ? - 180 : 0));
  if ("nets" in pcbdata) {
    var net = netHitScan(layerdict.layer, ...v);
    if (net !== highlightedNet) {
      netClicked(net);
    }
  }
  if (highlightedNet === null) {
    var footprints = bboxHitScan(layerdict.layer, ...v);
    if (footprints.length > 0) {
      footprintsClicked(footprints);
    }
  }
}

function handlePointerLeave(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();

  if (!settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }

  delete layerdict.pointerStates[e.pointerId];
}

function resetTransform(layerdict) {
  layerdict.transform.panx = 0;
  layerdict.transform.pany = 0;
  layerdict.transform.zoom = 1;
  redrawCanvas(layerdict);
}

function handlePointerUp(e, layerdict) {
  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  e.preventDefault();
  e.stopPropagation();

  if (e.button == 2) {
    // Reset pan and zoom on right click.
    resetTransform(layerdict);
    layerdict.anotherPointerTapped = false;
    return;
  }

  // We haven't necessarily had a pointermove event since the interaction started, so make sure we update this now
  var ptr = layerdict.pointerStates[e.pointerId];
  ptr.distanceTravelled += Math.abs(e.offsetX - ptr.lastX) + Math.abs(e.offsetY - ptr.lastY);

  if (e.button == 0 && ptr.distanceTravelled < 10 && Date.now() - ptr.downTime <= 500) {
    if (Object.keys(layerdict.pointerStates).length == 1) {
      if (layerdict.anotherPointerTapped) {
        // This is the second pointer coming off of a two-finger tap
        resetTransform(layerdict);
      } else {
        // This is just a regular tap
        handleMouseClick(e, layerdict);
      }
      layerdict.anotherPointerTapped = false;
    } else {
      // This is the first finger coming off of what could become a two-finger tap
      layerdict.anotherPointerTapped = true;
    }
  } else {
    if (!settings.redrawOnDrag) {
      redrawCanvas(layerdict);
    }
    layerdict.anotherPointerTapped = false;
  }

  delete layerdict.pointerStates[e.pointerId];
}

function handlePointerMove(e, layerdict) {
  if (!layerdict.pointerStates.hasOwnProperty(e.pointerId)) {
    return;
  }
  e.preventDefault();
  e.stopPropagation();

  if (!e.hasOwnProperty("offsetX")) {
    // The polyfill doesn't set this properly
    e.offsetX = e.pageX - e.currentTarget.offsetLeft;
    e.offsetY = e.pageY - e.currentTarget.offsetTop;
  }

  var thisPtr = layerdict.pointerStates[e.pointerId];

  var dx = e.offsetX - thisPtr.lastX;
  var dy = e.offsetY - thisPtr.lastY;

  // If this number is low on pointer up, we count the action as a click
  thisPtr.distanceTravelled += Math.abs(dx) + Math.abs(dy);

  if (Object.keys(layerdict.pointerStates).length == 1) {
    // This is a simple drag
    layerdict.transform.panx += devicePixelRatio * dx / layerdict.transform.zoom;
    layerdict.transform.pany += devicePixelRatio * dy / layerdict.transform.zoom;
  } else if (Object.keys(layerdict.pointerStates).length == 2) {
    var otherPtr = Object.values(layerdict.pointerStates).filter((ptr) => ptr != thisPtr)[0];

    var oldDist = Math.sqrt(Math.pow(thisPtr.lastX - otherPtr.lastX, 2) + Math.pow(thisPtr.lastY - otherPtr.lastY, 2));
    var newDist = Math.sqrt(Math.pow(e.offsetX - otherPtr.lastX, 2) + Math.pow(e.offsetY - otherPtr.lastY, 2));

    var scaleFactor = newDist / oldDist;

    if (scaleFactor != NaN) {
      layerdict.transform.zoom *= scaleFactor;

      var zoomd = (1 - scaleFactor) / layerdict.transform.zoom;
      layerdict.transform.panx += devicePixelRatio * otherPtr.lastX * zoomd;
      layerdict.transform.pany += devicePixelRatio * otherPtr.lastY * zoomd;
    }
  }

  thisPtr.lastX = e.offsetX;
  thisPtr.lastY = e.offsetY;

  if (settings.redrawOnDrag) {
    redrawCanvas(layerdict);
  }
}

function handleMouseWheel(e, layerdict) {
  e.preventDefault();
  e.stopPropagation();
  var t = layerdict.transform;
  var wheeldelta = e.deltaY;
  if (e.deltaMode == 1) {
    // FF only, scroll by lines
    wheeldelta *= 30;
  } else if (e.deltaMode == 2) {
    wheeldelta *= 300;
  }
  var m = Math.pow(1.1, -wheeldelta / 40);
  // Limit amount of zoom per tick.
  if (m > 2) {
    m = 2;
  } else if (m < 0.5) {
    m = 0.5;
  }
  t.zoom *= m;
  var zoomd = (1 - m) / t.zoom;
  t.panx += devicePixelRatio * e.offsetX * zoomd;
  t.pany += devicePixelRatio * e.offsetY * zoomd;
  redrawCanvas(layerdict);
}

function addMouseHandlers(div, layerdict) {
  div.addEventListener("pointerdown", function(e) {
    handlePointerDown(e, layerdict);
  });
  div.addEventListener("pointermove", function(e) {
    handlePointerMove(e, layerdict);
  });
  div.addEventListener("pointerup", function(e) {
    handlePointerUp(e, layerdict);
  });
  var pointerleave = function(e) {
    handlePointerLeave(e, layerdict);
  }
  div.addEventListener("pointercancel", pointerleave);
  div.addEventListener("pointerleave", pointerleave);
  div.addEventListener("pointerout", pointerleave);

  div.onwheel = function(e) {
    handleMouseWheel(e, layerdict);
  }
  for (var element of [div, layerdict.bg, layerdict.fab, layerdict.silk, layerdict.highlight]) {
    element.addEventListener("contextmenu", function(e) {
      e.preventDefault();
    }, false);
  }
}

function setRedrawOnDrag(value) {
  settings.redrawOnDrag = value;
  writeStorage("redrawOnDrag", value);
}

function setBoardRotation(value) {
  settings.boardRotation = value * 5;
  writeStorage("boardRotation", settings.boardRotation);
  document.getElementById("rotationDegree").textContent = settings.boardRotation;
  resizeAll();
}

function setOffsetBackRotation(value) {
  settings.offsetBackRotation = value;
  writeStorage("offsetBackRotation", value);
  resizeAll();
}

function initRender() {
  allcanvas = {
    front: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("F_bg"),
      fab: document.getElementById("F_fab"),
      silk: document.getElementById("F_slk"),
      highlight: document.getElementById("F_hl"),
      layer: "F",
    },
    back: {
      transform: {
        x: 0,
        y: 0,
        s: 1,
        panx: 0,
        pany: 0,
        zoom: 1,
      },
      pointerStates: {},
      anotherPointerTapped: false,
      bg: document.getElementById("B_bg"),
      fab: document.getElementById("B_fab"),
      silk: document.getElementById("B_slk"),
      highlight: document.getElementById("B_hl"),
      layer: "B",
    }
  };
  addMouseHandlers(document.getElementById("frontcanvas"), allcanvas.front);
  addMouseHandlers(document.getElementById("backcanvas"), allcanvas.back);
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/*
 * Table reordering via Drag'n'Drop
 * Inspired by: https://htmldom.dev/drag-and-drop-table-column
 */

function setBomHandlers() {

  const bom = document.getElementById('bomtable');

  let dragName;
  let placeHolderElements;
  let draggingElement;
  let forcePopulation;
  let xOffset;
  let yOffset;
  let wasDragged;

  const mouseUpHandler = function(e) {
    // Delete dragging element
    draggingElement.remove();

    // Make BOM selectable again
    bom.style.removeProperty("userSelect");

    // Remove listeners
    document.removeEventListener('mousemove', mouseMoveHandler);
    document.removeEventListener('mouseup', mouseUpHandler);

    if (wasDragged) {
      // Redraw whole BOM
      populateBomTable();
    }
  }

  const mouseMoveHandler = function(e) {
    // Notice the dragging
    wasDragged = true;

    // Make the dragged element visible
    draggingElement.style.removeProperty("display");

    // Set elements position to mouse position
    draggingElement.style.left = `${e.screenX - xOffset}px`;
    draggingElement.style.top = `${e.screenY - yOffset}px`;

    // Forced redrawing of BOM table
    if (forcePopulation) {
      forcePopulation = false;
      // Copy array
      phe = Array.from(placeHolderElements);
      // populate BOM table again
      populateBomHeader(dragName, phe);
      populateBomBody(dragName, phe);
    }

    // Set up array of hidden columns
    var hiddenColumns = Array.from(settings.hiddenColumns);
    // In the ungrouped mode, quantity don't exist
    if (settings.bommode === "ungrouped")
      hiddenColumns.push("Quantity");
    // If no checkbox fields can be found, we consider them hidden
    if (settings.checkboxes.length == 0)
      hiddenColumns.push("checkboxes");

    // Get table headers and group them into checkboxes, extrafields and normal headers
    const bh = document.getElementById("bomhead");
    headers = Array.from(bh.querySelectorAll("th"))
    headers.shift() // numCol is not part of the columnOrder
    headerGroups = []
    lastCompoundClass = null;
    for (i = 0; i < settings.columnOrder.length; i++) {
      cElem = settings.columnOrder[i];
      if (hiddenColumns.includes(cElem)) {
        // Hidden columns appear as a dummy element
        headerGroups.push([]);
        continue;
      }
      elem = headers.filter(e => getColumnOrderName(e) === cElem)[0];
      if (elem.classList.contains("bom-checkbox")) {
        if (lastCompoundClass === "bom-checkbox") {
          cbGroup = headerGroups.pop();
          cbGroup.push(elem);
          headerGroups.push(cbGroup);
        } else {
          lastCompoundClass = "bom-checkbox";
          headerGroups.push([elem])
        }
      } else {
        headerGroups.push([elem])
      }
    }

    // Copy settings.columnOrder
    var columns = Array.from(settings.columnOrder)

    // Set up array with indices of hidden columns
    var hiddenIndices = hiddenColumns.map(e => settings.columnOrder.indexOf(e));
    var dragIndex = columns.indexOf(dragName);
    var swapIndex = dragIndex;
    var swapDone = false;

    // Check if the current dragged element is swapable with the left or right element
    if (dragIndex > 0) {
      // Get left headers boundingbox
      swapIndex = dragIndex - 1;
      while (hiddenIndices.includes(swapIndex) && swapIndex > 0)
        swapIndex--;
      if (!hiddenIndices.includes(swapIndex)) {
        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
        if (e.clientX < box.left + window.scrollX + (box.width / 2)) {
          swapElement = columns[dragIndex];
          columns.splice(dragIndex, 1);
          columns.splice(swapIndex, 0, swapElement);
          forcePopulation = true;
          swapDone = true;
        }
      }
    }
    if ((!swapDone) && dragIndex < headerGroups.length - 1) {
      // Get right headers boundingbox
      swapIndex = dragIndex + 1;
      while (hiddenIndices.includes(swapIndex))
        swapIndex++;
      if (swapIndex < headerGroups.length) {
        box = getBoundingClientRectFromMultiple(headerGroups[swapIndex]);
        if (e.clientX > box.left + window.scrollX + (box.width / 2)) {
          swapElement = columns[dragIndex];
          columns.splice(dragIndex, 1);
          columns.splice(swapIndex, 0, swapElement);
          forcePopulation = true;
          swapDone = true;
        }
      }
    }

    // Write back change to storage
    if (swapDone) {
      settings.columnOrder = columns
      writeStorage("columnOrder", JSON.stringify(columns));
    }

  }

  const mouseDownHandler = function(e) {
    var target = e.target;
    if (target.tagName.toLowerCase() != "td")
      target = target.parentElement;

    // Used to check if a dragging has ever happened
    wasDragged = false;

    // Create new element which will be displayed as the dragged column
    draggingElement = document.createElement("div")
    draggingElement.classList.add("dragging");
    draggingElement.style.display = "none";
    draggingElement.style.position = "absolute";
    draggingElement.style.overflow = "hidden";

    // Get bomhead and bombody elements
    const bh = document.getElementById("bomhead");
    const bb = document.getElementById("bombody");

    // Get all compound headers for the current column
    var compoundHeaders;
    if (target.classList.contains("bom-checkbox")) {
      compoundHeaders = Array.from(bh.querySelectorAll("th.bom-checkbox"));
    } else {
      compoundHeaders = [target];
    }

    // Create new table which will display the column
    var newTable = document.createElement("table");
    newTable.classList.add("bom");
    newTable.style.background = "white";
    draggingElement.append(newTable);

    // Create new header element
    var newHeader = document.createElement("thead");
    newTable.append(newHeader);

    // Set up array for storing all placeholder elements
    placeHolderElements = [];

    // Add all compound headers to the new thead element and placeholders
    compoundHeaders.forEach(function(h) {
      clone = cloneElementWithDimensions(h);
      newHeader.append(clone);
      placeHolderElements.push(clone);
    });

    // Create new body element
    var newBody = document.createElement("tbody");
    newTable.append(newBody);

    // Get indices for compound headers
    var idxs = compoundHeaders.map(e => getBomTableHeaderIndex(e));

    // For each row in the BOM body...
    var rows = bb.querySelectorAll("tr");
    rows.forEach(function(row) {
      // ..get the cells for the compound column
      const tds = row.querySelectorAll("td");
      var copytds = idxs.map(i => tds[i]);
      // Add them to the new element and the placeholders
      var newRow = document.createElement("tr");
      copytds.forEach(function(td) {
        clone = cloneElementWithDimensions(td);
        newRow.append(clone);
        placeHolderElements.push(clone);
      });
      newBody.append(newRow);
    });

    // Compute width for compound header
    var width = compoundHeaders.reduce((acc, x) => acc + x.clientWidth, 0);
    draggingElement.style.width = `${width}px`;

    // Insert the new dragging element and disable selection on BOM
    bom.insertBefore(draggingElement, null);
    bom.style.userSelect = "none";

    // Determine the mouse position offset
    xOffset = e.screenX - compoundHeaders.reduce((acc, x) => Math.min(acc, x.offsetLeft), compoundHeaders[0].offsetLeft);
    yOffset = e.screenY - compoundHeaders[0].offsetTop;

    // Get name for the column in settings.columnOrder
    dragName = getColumnOrderName(target);

    // Change text and class for placeholder elements
    placeHolderElements = placeHolderElements.map(function(e) {
      newElem = cloneElementWithDimensions(e);
      newElem.textContent = "";
      newElem.classList.add("placeholder");
      return newElem;
    });

    // On next mouse move, the whole BOM needs to be redrawn to show the placeholders
    forcePopulation = true;

    // Add listeners for move and up on mouse
    document.addEventListener('mousemove', mouseMoveHandler);
    document.addEventListener('mouseup', mouseUpHandler);
  }

  // In netlist mode, there is nothing to reorder
  if (settings.bommode === "netlist")
    return;

  // Add mouseDownHandler to every column except the numCol
  bom.querySelectorAll("th")
    .forEach(function(head) {
      if (!head.classList.contains("numCol")) {
        head.onmousedown = mouseDownHandler;
      }
    });

}

function getBoundingClientRectFromMultiple(elements) {
  var elems = Array.from(elements);

  if (elems.length == 0)
    return null;

  var box = elems.shift()
    .getBoundingClientRect();

  elems.forEach(function(elem) {
    var elembox = elem.getBoundingClientRect();
    box.left = Math.min(elembox.left, box.left);
    box.top = Math.min(elembox.top, box.top);
    box.width += elembox.width;
    box.height = Math.max(elembox.height, box.height);
  });

  return box;
}

function cloneElementWithDimensions(elem) {
  var newElem = elem.cloneNode(true);
  newElem.style.height = window.getComputedStyle(elem).height;
  newElem.style.width = window.getComputedStyle(elem).width;
  return newElem;
}

function getBomTableHeaderIndex(elem) {
  const bh = document.getElementById('bomhead');
  const ths = Array.from(bh.querySelectorAll("th"));
  return ths.indexOf(elem);
}

function getColumnOrderName(elem) {
  var cname = elem.getAttribute("col_name");
  if (cname === "bom-checkbox")
    return "checkboxes";
  else
    return cname;
}

function resizableGrid(tablehead) {
  var cols = tablehead.firstElementChild.children;
  var rowWidth = tablehead.offsetWidth;

  for (var i = 1; i < cols.length; i++) {
    if (cols[i].classList.contains("bom-checkbox"))
      continue;
    cols[i].style.width = ((cols[i].clientWidth - paddingDiff(cols[i])) * 100 / rowWidth) + '%';
  }

  for (var i = 1; i < cols.length - 1; i++) {
    var div = document.createElement('div');
    div.className = "column-width-handle";
    cols[i].appendChild(div);
    setListeners(div);
  }

  function setListeners(div) {
    var startX, curCol, nxtCol, curColWidth, nxtColWidth, rowWidth;

    div.addEventListener('mousedown', function(e) {
      e.preventDefault();
      e.stopPropagation();

      curCol = e.target.parentElement;
      nxtCol = curCol.nextElementSibling;
      startX = e.pageX;

      var padding = paddingDiff(curCol);

      rowWidth = curCol.parentElement.offsetWidth;
      curColWidth = curCol.clientWidth - padding;
      nxtColWidth = nxtCol.clientWidth - padding;
    });

    document.addEventListener('mousemove', function(e) {
      if (startX) {
        var diffX = e.pageX - startX;
        diffX = -Math.min(-diffX, curColWidth - 20);
        diffX = Math.min(diffX, nxtColWidth - 20);

        curCol.style.width = ((curColWidth + diffX) * 100 / rowWidth) + '%';
        nxtCol.style.width = ((nxtColWidth - diffX) * 100 / rowWidth) + '%';
        console.log(`${curColWidth + nxtColWidth} ${(curColWidth + diffX) * 100 / rowWidth + (nxtColWidth - diffX) * 100 / rowWidth}`);
      }
    });

    document.addEventListener('mouseup', function(e) {
      curCol = undefined;
      nxtCol = undefined;
      startX = undefined;
      nxtColWidth = undefined;
      curColWidth = undefined
    });
  }

  function paddingDiff(col) {

    if (getStyleVal(col, 'box-sizing') == 'border-box') {
      return 0;
    }

    var padLeft = getStyleVal(col, 'padding-left');
    var padRight = getStyleVal(col, 'padding-right');
    return (parseInt(padLeft) + parseInt(padRight));

  }

  function getStyleVal(elm, css) {
    return (window.getComputedStyle(elm, null).getPropertyValue(css))
  }
}

///////////////////////////////////////////////

///////////////////////////////////////////////
/* DOM manipulation and misc code */

var bomsplit;
var canvassplit;
var initDone = false;
var bomSortFunction = null;
var currentSortColumn = null;
var currentSortOrder = null;
var currentHighlightedRowId;
var highlightHandlers = [];
var footprintIndexToHandler = {};
var netsToHandler = {};
var markedFootprints = new Set();
var highlightedFootprints = [];
var highlightedNet = null;
var lastClicked;

function dbg(html) {
  dbgdiv.innerHTML = html;
}

function redrawIfInitDone() {
  if (initDone) {
    redrawCanvas(allcanvas.front);
    redrawCanvas(allcanvas.back);
  }
}

function padsVisible(value) {
  writeStorage("padsVisible", value);
  settings.renderPads = value;
  redrawIfInitDone();
}

function referencesVisible(value) {
  writeStorage("referencesVisible", value);
  settings.renderReferences = value;
  redrawIfInitDone();
}

function valuesVisible(value) {
  writeStorage("valuesVisible", value);
  settings.renderValues = value;
  redrawIfInitDone();
}

function tracksVisible(value) {
  writeStorage("tracksVisible", value);
  settings.renderTracks = value;
  redrawIfInitDone();
}

function zonesVisible(value) {
  writeStorage("zonesVisible", value);
  settings.renderZones = value;
  redrawIfInitDone();
}

function dnpOutline(value) {
  writeStorage("dnpOutline", value);
  settings.renderDnpOutline = value;
  redrawIfInitDone();
}

function setDarkMode(value) {
  if (value) {
    topmostdiv.classList.add("dark");
  } else {
    topmostdiv.classList.remove("dark");
  }
  writeStorage("darkmode", value);
  settings.darkMode = value;
  redrawIfInitDone();
  if (initDone) {
    populateBomTable();
  }
}

function setShowBOMColumn(field, value) {
  if (field === "references") {
    var rl = document.getElementById("reflookup");
    rl.disabled = !value;
    if (!value) {
      rl.value = "";
      updateRefLookup("");
    }
  }

  var n = settings.hiddenColumns.indexOf(field);
  if (value) {
    if (n != -1) {
      settings.hiddenColumns.splice(n, 1);
    }
  } else {
    if (n == -1) {
      settings.hiddenColumns.push(field);
    }
  }

  writeStorage("hiddenColumns", JSON.stringify(settings.hiddenColumns));

  if (initDone) {
    populateBomTable();
  }

  redrawIfInitDone();
}


function setFullscreen(value) {
  if (value) {
    document.documentElement.requestFullscreen();
  } else {
    document.exitFullscreen();
  }
}

function fabricationVisible(value) {
  writeStorage("fabricationVisible", value);
  settings.renderFabrication = value;
  redrawIfInitDone();
}

function silkscreenVisible(value) {
  writeStorage("silkscreenVisible", value);
  settings.renderSilkscreen = value;
  redrawIfInitDone();
}

function setHighlightPin1(value) {
  writeStorage("highlightpin1", value);
  settings.highlightpin1 = value;
  redrawIfInitDone();
}

function getStoredCheckboxRefs(checkbox) {
  function convert(ref) {
    var intref = parseInt(ref);
    if (isNaN(intref)) {
      for (var i = 0; i < pcbdata.footprints.length; i++) {
        if (pcbdata.footprints[i].ref == ref) {
          return i;
        }
      }
      return -1;
    } else {
      return intref;
    }
  }
  if (!(checkbox in settings.checkboxStoredRefs)) {
    var val = readStorage("checkbox_" + checkbox);
    settings.checkboxStoredRefs[checkbox] = val ? val : "";
  }
  if (!settings.checkboxStoredRefs[checkbox]) {
    return new Set();
  } else {
    return new Set(settings.checkboxStoredRefs[checkbox].split(",").map(r => convert(r)).filter(a => a >= 0));
  }
}

function getCheckboxState(checkbox, references) {
  var storedRefsSet = getStoredCheckboxRefs(checkbox);
  var currentRefsSet = new Set(references.map(r => r[1]));
  // Get difference of current - stored
  var difference = new Set(currentRefsSet);
  for (ref of storedRefsSet) {
    difference.delete(ref);
  }
  if (difference.size == 0) {
    // All the current refs are stored
    return "checked";
  } else if (difference.size == currentRefsSet.size) {
    // None of the current refs are stored
    return "unchecked";
  } else {
    // Some of the refs are stored
    return "indeterminate";
  }
}

function setBomCheckboxState(checkbox, element, references) {
  var state = getCheckboxState(checkbox, references);
  element.checked = (state == "checked");
  element.indeterminate = (state == "indeterminate");
}

function createCheckboxChangeHandler(checkbox, references, row) {
  return function () {
    refsSet = getStoredCheckboxRefs(checkbox);
    var markWhenChecked = settings.markWhenChecked == checkbox;
    eventArgs = {
      checkbox: checkbox,
      refs: references,
    }
    if (this.checked) {
      // checkbox ticked
      for (var ref of references) {
        refsSet.add(ref[1]);
      }
      if (markWhenChecked) {
        row.classList.add("checked");
        for (var ref of references) {
          markedFootprints.add(ref[1]);
        }
        drawHighlights();
      }
      eventArgs.state = 'checked';
    } else {
      // checkbox unticked
      for (var ref of references) {
        refsSet.delete(ref[1]);
      }
      if (markWhenChecked) {
        row.classList.remove("checked");
        for (var ref of references) {
          markedFootprints.delete(ref[1]);
        }
        drawHighlights();
      }
      eventArgs.state = 'unchecked';
    }
    settings.checkboxStoredRefs[checkbox] = [...refsSet].join(",");
    writeStorage("checkbox_" + checkbox, settings.checkboxStoredRefs[checkbox]);
    updateCheckboxStats(checkbox);
    EventHandler.emitEvent(IBOM_EVENT_TYPES.CHECKBOX_CHANGE_EVENT, eventArgs);
  }
}

function clearHighlightedFootprints() {
  if (currentHighlightedRowId) {
    document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    currentHighlightedRowId = null;
    highlightedFootprints = [];
    highlightedNet = null;
  }
}

function createRowHighlightHandler(rowid, refs, net) {
  return function () {
    if (currentHighlightedRowId) {
      if (currentHighlightedRowId == rowid) {
        return;
      }
      document.getElementById(currentHighlightedRowId).classList.remove("highlighted");
    }
    document.getElementById(rowid).classList.add("highlighted");
    currentHighlightedRowId = rowid;
    highlightedFootprints = refs ? refs.map(r => r[1]) : [];
    highlightedNet = net;
    drawHighlights();
    EventHandler.emitEvent(
      IBOM_EVENT_TYPES.HIGHLIGHT_EVENT, {
      rowid: rowid,
      refs: refs,
      net: net
    });
  }
}

function updateNetColors() {
  writeStorage("netColors", JSON.stringify(settings.netColors));
  redrawIfInitDone();
}

function netColorChangeHandler(net) {
  return (event) => {
    settings.netColors[net] = event.target.value;
    updateNetColors();
  }
}

function netColorRightClick(net) {
  return (event) => {
    if(event.button == 2) {
      event.preventDefault();
      event.stopPropagation();

      var style = getComputedStyle(topmostdiv);
      var defaultNetColor = style.getPropertyValue('--track-color').trim();
      event.target.value = defaultNetColor;
      delete settings.netColors[net];
      updateNetColors();
    }
  }
}

function entryMatches(entry) {
  if (settings.bommode == "netlist") {
    // entry is just a net name
    return entry.toLowerCase().indexOf(filter) >= 0;
  }
  // check refs
  if (!settings.hiddenColumns.includes("references")) {
    for (var ref of entry) {
      if (ref[0].toLowerCase().indexOf(filter) >= 0) {
        return true;
      }
    }
  }
  // check fields
  for (var i in config.fields) {
    var f = config.fields[i];
    if (!settings.hiddenColumns.includes(f)) {
      for (var ref of entry) {
        if (String(pcbdata.bom.fields[ref[1]][i]).toLowerCase().indexOf(filter) >= 0) {
          return true;
        }
      }
    }
  }
  return false;
}

function findRefInEntry(entry) {
  return entry.filter(r => r[0].toLowerCase() == reflookup);
}

function highlightFilter(s) {
  if (!filter) {
    return s;
  }
  var parts = s.toLowerCase().split(filter);
  if (parts.length == 1) {
    return s;
  }
  var r = "";
  var pos = 0;
  for (var i in parts) {
    if (i > 0) {
      r += '<mark class="highlight">' +
        s.substring(pos, pos + filter.length) +
        '</mark>';
      pos += filter.length;
    }
    r += s.substring(pos, pos + parts[i].length);
    pos += parts[i].length;
  }
  return r;
}

function checkboxSetUnsetAllHandler(checkboxname) {
  return function () {
    var checkboxnum = 0;
    while (checkboxnum < settings.checkboxes.length &&
      settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
      checkboxnum++;
    }
    if (checkboxnum >= settings.checkboxes.length) {
      return;
    }
    var allset = true;
    var checkbox;
    var row;
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      if (!checkbox.checked || checkbox.indeterminate) {
        allset = false;
        break;
      }
    }
    for (row of bombody.childNodes) {
      checkbox = row.childNodes[checkboxnum + 1].childNodes[0];
      checkbox.checked = !allset;
      checkbox.indeterminate = false;
      checkbox.onchange();
    }
  }
}

function createColumnHeader(name, cls, comparator, is_checkbox = false) {
  var th = document.createElement("TH");
  th.innerHTML = name;
  th.classList.add(cls);
  if (is_checkbox)
    th.setAttribute("col_name", "bom-checkbox");
  else
    th.setAttribute("col_name", name);
  var span = document.createElement("SPAN");
  span.classList.add("sortmark");
  span.classList.add("none");
  th.appendChild(span);
  var spacer = document.createElement("div");
  spacer.className = "column-spacer";
  th.appendChild(spacer);
  spacer.onclick = function () {
    if (currentSortColumn && th !== currentSortColumn) {
      // Currently sorted by another column
      currentSortColumn.childNodes[1].classList.remove(currentSortOrder);
      currentSortColumn.childNodes[1].classList.add("none");
      currentSortColumn = null;
      currentSortOrder = null;
    }
    if (currentSortColumn && th === currentSortColumn) {
      // Already sorted by this column
      if (currentSortOrder == "asc") {
        // Sort by this column, descending order
        bomSortFunction = function (a, b) {
          return -comparator(a, b);
        }
        currentSortColumn.childNodes[1].classList.remove("asc");
        currentSortColumn.childNodes[1].classList.add("desc");
        currentSortOrder = "desc";
      } else {
        // Unsort
        bomSortFunction = null;
        currentSortColumn.childNodes[1].classList.remove("desc");
        currentSortColumn.childNodes[1].classList.add("none");
        currentSortColumn = null;
        currentSortOrder = null;
      }
    } else {
      // Sort by this column, ascending order
      bomSortFunction = comparator;
      currentSortColumn = th;
      currentSortColumn.childNodes[1].classList.remove("none");
      currentSortColumn.childNodes[1].classList.add("asc");
      currentSortOrder = "asc";
    }
    populateBomBody();
  }
  if (is_checkbox) {
    spacer.onclick = fancyDblClickHandler(
      spacer, spacer.onclick, checkboxSetUnsetAllHandler(name));
  }
  return th;
}

function populateBomHeader(placeHolderColumn = null, placeHolderElements = null) {
  while (bomhead.firstChild) {
    bomhead.removeChild(bomhead.firstChild);
  }
  var tr = document.createElement("TR");
  var th = document.createElement("TH");
  th.classList.add("numCol");

  var vismenu = document.createElement("div");
  vismenu.id = "vismenu";
  vismenu.classList.add("menu");

  var visbutton = document.createElement("div");
  visbutton.classList.add("visbtn");
  visbutton.classList.add("hideonprint");

  var viscontent = document.createElement("div");
  viscontent.classList.add("menu-content");
  viscontent.id = "vismenu-content";

  settings.columnOrder.forEach(column => {
    if (typeof column !== "string")
      return;

    // Skip empty columns
    if (column === "checkboxes" && settings.checkboxes.length == 0)
      return;
    else if (column === "Quantity" && settings.bommode == "ungrouped")
      return;

    var label = document.createElement("label");
    label.classList.add("menu-label");

    var input = document.createElement("input");
    input.classList.add("visibility_checkbox");
    input.type = "checkbox";
    input.onchange = function (e) {
      setShowBOMColumn(column, e.target.checked)
    };
    input.checked = !(settings.hiddenColumns.includes(column));

    label.appendChild(input);
    if (column.length > 0)
      label.append(column[0].toUpperCase() + column.slice(1));

    viscontent.appendChild(label);
  });

  viscontent.childNodes[0].classList.add("menu-label-top");

  vismenu.appendChild(visbutton);
  if (settings.bommode != "netlist") {
    vismenu.appendChild(viscontent);
    th.appendChild(vismenu);
  }
  tr.appendChild(th);

  var checkboxCompareClosure = function (checkbox) {
    return (a, b) => {
      var stateA = getCheckboxState(checkbox, a);
      var stateB = getCheckboxState(checkbox, b);
      if (stateA > stateB) return -1;
      if (stateA < stateB) return 1;
      return 0;
    }
  }
  var stringFieldCompareClosure = function (fieldIndex) {
    return (a, b) => {
      var fa = pcbdata.bom.fields[a[0][1]][fieldIndex];
      var fb = pcbdata.bom.fields[b[0][1]][fieldIndex];
      if (fa != fb) return fa > fb ? 1 : -1;
      else return 0;
    }
  }
  var referenceRegex = /(?<prefix>[^0-9]+)(?<number>[0-9]+)/;
  var compareRefs = (a, b) => {
    var ra = referenceRegex.exec(a);
    var rb = referenceRegex.exec(b);
    if (ra === null || rb === null) {
      if (a != b) return a > b ? 1 : -1;
      return 0;
    } else {
      if (ra.groups.prefix != rb.groups.prefix) {
        return ra.groups.prefix > rb.groups.prefix ? 1 : -1;
      }
      if (ra.groups.number != rb.groups.number) {
        return parseInt(ra.groups.number) > parseInt(rb.groups.number) ? 1 : -1;
      }
      return 0;
    }
  }
  if (settings.bommode == "netlist") {
    tr.appendChild(createColumnHeader("Net name", "bom-netname", (a, b) => {
      if (a > b) return -1;
      if (a < b) return 1;
      return 0;
    }));
    tr.appendChild(createColumnHeader("Color", "bom-color", (a, b) => {
      return 0;
    }));
  } else {
    // Filter hidden columns
    var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
    var valueIndex = config.fields.indexOf("Value");
    var footprintIndex = config.fields.indexOf("Footprint");
    columns.forEach((column) => {
      if (column === placeHolderColumn) {
        var n = 1;
        if (column === "checkboxes")
          n = settings.checkboxes.length;
        for (i = 0; i < n; i++) {
          td = placeHolderElements.shift();
          tr.appendChild(td);
        }
        return;
      } else if (column === "checkboxes") {
        for (var checkbox of settings.checkboxes) {
          th = createColumnHeader(
            checkbox, "bom-checkbox", checkboxCompareClosure(checkbox), true);
          tr.appendChild(th);
        }
      } else if (column === "References") {
        tr.appendChild(createColumnHeader("References", "references", (a, b) => {
          var i = 0;
          while (i < a.length && i < b.length) {
            if (a[i] != b[i]) return compareRefs(a[i][0], b[i][0]);
            i++;
          }
          return a.length - b.length;
        }));
      } else if (column === "Value") {
        tr.appendChild(createColumnHeader("Value", "value", (a, b) => {
          var ra = a[0][1], rb = b[0][1];
          return valueCompare(
            pcbdata.bom.parsedValues[ra], pcbdata.bom.parsedValues[rb],
            pcbdata.bom.fields[ra][valueIndex], pcbdata.bom.fields[rb][valueIndex]);
        }));
        return;
      } else if (column === "Footprint") {
        tr.appendChild(createColumnHeader(
          "Footprint", "footprint", stringFieldCompareClosure(footprintIndex)));
      } else if (column === "Quantity" && settings.bommode == "grouped") {
        tr.appendChild(createColumnHeader("Quantity", "quantity", (a, b) => {
          return a.length - b.length;
        }));
      } else {
        // Other fields
        var i = config.fields.indexOf(column);
        if (i < 0)
          return;
        tr.appendChild(createColumnHeader(
          column, `field${i + 1}`, stringFieldCompareClosure(i)));
      }
    });
  }
  bomhead.appendChild(tr);
}

function populateBomBody(placeholderColumn = null, placeHolderElements = null) {
  const urlRegex = /^(https?:\/\/[^\s\/$.?#][^\s]*|file:\/\/([a-zA-Z]:|\/)[^\x00]+)$/;
  while (bom.firstChild) {
    bom.removeChild(bom.firstChild);
  }
  highlightHandlers = [];
  footprintIndexToHandler = {};
  netsToHandler = {};
  currentHighlightedRowId = null;
  var first = true;
  var style = getComputedStyle(topmostdiv);
  var defaultNetColor = style.getPropertyValue('--track-color').trim();
  if (settings.bommode == "netlist") {
    bomtable = pcbdata.nets.slice();
  } else {
    switch (settings.canvaslayout) {
      case 'F':
        bomtable = pcbdata.bom.F.slice();
        break;
      case 'FB':
        bomtable = pcbdata.bom.both.slice();
        break;
      case 'B':
        bomtable = pcbdata.bom.B.slice();
        break;
    }
    if (settings.bommode == "ungrouped") {
      // expand bom table
      expandedTable = []
      for (var bomentry of bomtable) {
        for (var ref of bomentry) {
          expandedTable.push([ref]);
        }
      }
      bomtable = expandedTable;
    }
  }
  if (bomSortFunction) {
    bomtable = bomtable.sort(bomSortFunction);
  }
  for (var i in bomtable) {
    var bomentry = bomtable[i];
    if (filter && !entryMatches(bomentry)) {
      continue;
    }
    var references = null;
    var netname = null;
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    var rownum = +i + 1;
    tr.id = "bomrow" + rownum;
    td.textContent = rownum;
    tr.appendChild(td);
    if (settings.bommode == "netlist") {
      netname = bomentry;
      td = document.createElement("TD");
      td.innerHTML = highlightFilter(netname ? netname : "&lt;no net&gt;");
      tr.appendChild(td);
      var color = settings.netColors[netname] || defaultNetColor;
      td = document.createElement("TD");
      var colorBox = document.createElement("INPUT");
      colorBox.type = "color";
      colorBox.value = color;
      colorBox.onchange = netColorChangeHandler(netname);
      colorBox.onmouseup = netColorRightClick(netname);
      colorBox.oncontextmenu = (e) => e.preventDefault();
      td.appendChild(colorBox);
      td.classList.add("color-column");
      tr.appendChild(td);
    } else {
      if (reflookup) {
        references = findRefInEntry(bomentry);
        if (references.length == 0) {
          continue;
        }
      } else {
        references = bomentry;
      }
      // Filter hidden columns
      var columns = settings.columnOrder.filter(e => !settings.hiddenColumns.includes(e));
      columns.forEach((column) => {
        if (column === placeholderColumn) {
          var n = 1;
          if (column === "checkboxes")
            n = settings.checkboxes.length;
          for (i = 0; i < n; i++) {
            td = placeHolderElements.shift();
            tr.appendChild(td);
          }
          return;
        } else if (column === "checkboxes") {
          for (var checkbox of settings.checkboxes) {
            if (checkbox) {
              td = document.createElement("TD");
              var input = document.createElement("input");
              input.type = "checkbox";
              input.onchange = createCheckboxChangeHandler(checkbox, references, tr);
              setBomCheckboxState(checkbox, input, references);
              if (input.checked && settings.markWhenChecked == checkbox) {
                tr.classList.add("checked");
              }
              td.appendChild(input);
              tr.appendChild(td);
            }
          }
        } else if (column === "References") {
          td = document.createElement("TD");
          td.innerHTML = highlightFilter(references.map(r => r[0]).join(", "));
          tr.appendChild(td);
        } else if (column === "Quantity" && settings.bommode == "grouped") {
          // Quantity
          td = document.createElement("TD");
          td.textContent = references.length;
          tr.appendChild(td);
        } else {
          // All the other fields
          var field_index = config.fields.indexOf(column)
          if (field_index < 0)
            return;
          var valueSet = new Set();
          references.map(r => r[1]).forEach((id) => valueSet.add(pcbdata.bom.fields[id][field_index]));
          td = document.createElement("TD");
          var output = new Array();
          for (let item of valueSet) {
            const visible = highlightFilter(String(item));
            if (typeof item === 'string' && item.match(urlRegex)) {
              output.push(`<a href="${item}" target="_blank">${visible}</a>`);
            } else {
              output.push(visible);
            }
          }
          td.innerHTML = output.join(", ");
          tr.appendChild(td);
        }
      });
    }
    bom.appendChild(tr);
    var handler = createRowHighlightHandler(tr.id, references, netname);
    tr.onmousemove = handler;
    highlightHandlers.push({
      id: tr.id,
      handler: handler,
    });
    if (references !== null) {
      for (var refIndex of references.map(r => r[1])) {
        footprintIndexToHandler[refIndex] = handler;
      }
    }
    if (netname !== null) {
      netsToHandler[netname] = handler;
    }
    if ((filter || reflookup) && first) {
      handler();
      first = false;
    }
  }
  EventHandler.emitEvent(
    IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, {
    filter: filter,
    reflookup: reflookup,
    checkboxes: settings.checkboxes,
    bommode: settings.bommode,
  });
}

function highlightPreviousRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[highlightHandlers.length - 1].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[0].id == currentHighlightedRowId) {
      highlightHandlers[highlightHandlers.length - 1].handler();
    } else {
      for (var i = 0; i < highlightHandlers.length - 1; i++) {
        if (highlightHandlers[i + 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function highlightNextRow() {
  if (!currentHighlightedRowId) {
    highlightHandlers[0].handler();
  } else {
    if (highlightHandlers.length > 1 &&
      highlightHandlers[highlightHandlers.length - 1].id == currentHighlightedRowId) {
      highlightHandlers[0].handler();
    } else {
      for (var i = 1; i < highlightHandlers.length; i++) {
        if (highlightHandlers[i - 1].id == currentHighlightedRowId) {
          highlightHandlers[i].handler();
          break;
        }
      }
    }
  }
  smoothScrollToRow(currentHighlightedRowId);
}

function populateBomTable() {
  populateBomHeader();
  populateBomBody();
  setBomHandlers();
  resizableGrid(bomhead);
}

function footprintsClicked(footprintIndexes) {
  var lastClickedIndex = footprintIndexes.indexOf(lastClicked);
  for (var i = 1; i <= footprintIndexes.length; i++) {
    var refIndex = footprintIndexes[(lastClickedIndex + i) % footprintIndexes.length];
    if (refIndex in footprintIndexToHandler) {
      lastClicked = refIndex;
      footprintIndexToHandler[refIndex]();
      smoothScrollToRow(currentHighlightedRowId);
      break;
    }
  }
}

function netClicked(net) {
  if (net in netsToHandler) {
    netsToHandler[net]();
    smoothScrollToRow(currentHighlightedRowId);
  } else {
    clearHighlightedFootprints();
    highlightedNet = net;
    drawHighlights();
  }
}

function updateFilter(input) {
  filter = input.toLowerCase();
  populateBomTable();
}

function updateRefLookup(input) {
  reflookup = input.toLowerCase();
  populateBomTable();
}

function changeCanvasLayout(layout) {
  document.getElementById("fl-btn").classList.remove("depressed");
  document.getElementById("fb-btn").classList.remove("depressed");
  document.getElementById("bl-btn").classList.remove("depressed");
  switch (layout) {
    case 'F':
      document.getElementById("fl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(1);
      }
      break;
    case 'B':
      document.getElementById("bl-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.collapse(0);
      }
      break;
    default:
      document.getElementById("fb-btn").classList.add("depressed");
      if (settings.bomlayout != "bom-only") {
        canvassplit.setSizes([50, 50]);
      }
  }
  settings.canvaslayout = layout;
  writeStorage("canvaslayout", layout);
  resizeAll();
  changeBomMode(settings.bommode);
}

function populateMetadata() {
  document.getElementById("title").innerHTML = pcbdata.metadata.title;
  document.getElementById("revision").innerHTML = "Rev: " + pcbdata.metadata.revision;
  document.getElementById("company").innerHTML = pcbdata.metadata.company;
  document.getElementById("filedate").innerHTML = pcbdata.metadata.date;
  if (pcbdata.metadata.title != "") {
    document.title = pcbdata.metadata.title + " BOM";
  }
  // Calculate board stats
  var fp_f = 0,
    fp_b = 0,
    pads_f = 0,
    pads_b = 0,
    pads_th = 0;
  for (var i = 0; i < pcbdata.footprints.length; i++) {
    if (pcbdata.bom.skipped.includes(i)) continue;
    var mod = pcbdata.footprints[i];
    if (mod.layer == "F") {
      fp_f++;
    } else {
      fp_b++;
    }
    for (var pad of mod.pads) {
      if (pad.type == "th") {
        pads_th++;
      } else {
        if (pad.layers.includes("F")) {
          pads_f++;
        }
        if (pad.layers.includes("B")) {
          pads_b++;
        }
      }
    }
  }
  document.getElementById("stats-components-front").innerHTML = fp_f;
  document.getElementById("stats-components-back").innerHTML = fp_b;
  document.getElementById("stats-components-total").innerHTML = fp_f + fp_b;
  document.getElementById("stats-groups-front").innerHTML = pcbdata.bom.F.length;
  document.getElementById("stats-groups-back").innerHTML = pcbdata.bom.B.length;
  document.getElementById("stats-groups-total").innerHTML = pcbdata.bom.both.length;
  document.getElementById("stats-smd-pads-front").innerHTML = pads_f;
  document.getElementById("stats-smd-pads-back").innerHTML = pads_b;
  document.getElementById("stats-smd-pads-total").innerHTML = pads_f + pads_b;
  document.getElementById("stats-th-pads").innerHTML = pads_th;
  // Update version string
  document.getElementById("github-link").innerHTML = "InteractiveHtmlBom&nbsp;" +
    /^v\d+\.\d+/.exec(pcbdata.ibom_version)[0];
}

function changeBomLayout(layout) {
  document.getElementById("bom-btn").classList.remove("depressed");
  document.getElementById("lr-btn").classList.remove("depressed");
  document.getElementById("tb-btn").classList.remove("depressed");
  switch (layout) {
    case 'bom-only':
      document.getElementById("bom-btn").classList.add("depressed");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      document.getElementById("frontcanvas").style.display = "none";
      document.getElementById("backcanvas").style.display = "none";
      document.getElementById("topmostdiv").style.height = "";
      document.getElementById("topmostdiv").style.display = "block";
      break;
    case 'top-bottom':
      document.getElementById("tb-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("topmostdiv").style.height = "100%";
      document.getElementById("topmostdiv").style.display = "flex";
      document.getElementById("bomdiv").classList.remove("split-horizontal");
      document.getElementById("canvasdiv").classList.remove("split-horizontal");
      document.getElementById("frontcanvas").classList.add("split-horizontal");
      document.getElementById("backcanvas").classList.add("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        direction: "vertical",
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        onDragEnd: resizeAll
      });
      break;
    case 'left-right':
      document.getElementById("lr-btn").classList.add("depressed");
      document.getElementById("frontcanvas").style.display = "";
      document.getElementById("backcanvas").style.display = "";
      document.getElementById("topmostdiv").style.height = "100%";
      document.getElementById("topmostdiv").style.display = "flex";
      document.getElementById("bomdiv").classList.add("split-horizontal");
      document.getElementById("canvasdiv").classList.add("split-horizontal");
      document.getElementById("frontcanvas").classList.remove("split-horizontal");
      document.getElementById("backcanvas").classList.remove("split-horizontal");
      if (bomsplit) {
        bomsplit.destroy();
        bomsplit = null;
        canvassplit.destroy();
        canvassplit = null;
      }
      bomsplit = Split(['#bomdiv', '#canvasdiv'], {
        sizes: [50, 50],
        onDragEnd: resizeAll,
        gutterSize: 5
      });
      canvassplit = Split(['#frontcanvas', '#backcanvas'], {
        sizes: [50, 50],
        gutterSize: 5,
        direction: "vertical",
        onDragEnd: resizeAll
      });
  }
  settings.bomlayout = layout;
  writeStorage("bomlayout", layout);
  changeCanvasLayout(settings.canvaslayout);
}

function changeBomMode(mode) {
  document.getElementById("bom-grouped-btn").classList.remove("depressed");
  document.getElementById("bom-ungrouped-btn").classList.remove("depressed");
  document.getElementById("bom-netlist-btn").classList.remove("depressed");
  var chkbxs = document.getElementsByClassName("visibility_checkbox");

  switch (mode) {
    case 'grouped':
      document.getElementById("bom-grouped-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = false;
      }
      break;
    case 'ungrouped':
      document.getElementById("bom-ungrouped-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = false;
      }
      break;
    case 'netlist':
      document.getElementById("bom-netlist-btn").classList.add("depressed");
      for (var i = 0; i < chkbxs.length; i++) {
        chkbxs[i].disabled = true;
      }
  }

  writeStorage("bommode", mode);
  if (mode != settings.bommode) {
    settings.bommode = mode;
    bomSortFunction = null;
    currentSortColumn = null;
    currentSortOrder = null;
    clearHighlightedFootprints();
  }
  populateBomTable();
}

function focusFilterField() {
  focusInputField(document.getElementById("filter"));
}

function focusRefLookupField() {
  focusInputField(document.getElementById("reflookup"));
}

function toggleBomCheckbox(bomrowid, checkboxnum) {
  if (!bomrowid || checkboxnum > settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum].childNodes[0];
  checkbox.checked = !checkbox.checked;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function checkBomCheckbox(bomrowid, checkboxname) {
  var checkboxnum = 0;
  while (checkboxnum < settings.checkboxes.length &&
    settings.checkboxes[checkboxnum].toLowerCase() != checkboxname.toLowerCase()) {
    checkboxnum++;
  }
  if (!bomrowid || checkboxnum >= settings.checkboxes.length) {
    return;
  }
  var bomrow = document.getElementById(bomrowid);
  var checkbox = bomrow.childNodes[checkboxnum + 1].childNodes[0];
  checkbox.checked = true;
  checkbox.indeterminate = false;
  checkbox.onchange();
}

function setBomCheckboxes(value) {
  writeStorage("bomCheckboxes", value);
  settings.checkboxes = value.split(",").map((e) => e.trim()).filter((e) => e);
  prepCheckboxes();
  populateMarkWhenCheckedOptions();
  setMarkWhenChecked(settings.markWhenChecked);
}

function setMarkWhenChecked(value) {
  writeStorage("markWhenChecked", value);
  settings.markWhenChecked = value;
  markedFootprints.clear();
  for (var ref of (value ? getStoredCheckboxRefs(value) : [])) {
    markedFootprints.add(ref);
  }
  populateBomTable();
  drawHighlights();
}

function prepCheckboxes() {
  var table = document.getElementById("checkbox-stats");
  while (table.childElementCount > 1) {
    table.removeChild(table.lastChild);
  }
  if (settings.checkboxes.length) {
    table.style.display = "";
  } else {
    table.style.display = "none";
  }
  for (var checkbox of settings.checkboxes) {
    var tr = document.createElement("TR");
    var td = document.createElement("TD");
    td.innerHTML = checkbox;
    tr.appendChild(td);
    td = document.createElement("TD");
    td.id = "checkbox-stats-" + checkbox;
    var progressbar = document.createElement("div");
    progressbar.classList.add("bar");
    td.appendChild(progressbar);
    var text = document.createElement("div");
    text.classList.add("text");
    td.appendChild(text);
    tr.appendChild(td);
    table.appendChild(tr);
    updateCheckboxStats(checkbox);
  }
}

function populateMarkWhenCheckedOptions() {
  var container = document.getElementById("markWhenCheckedContainer");

  if (settings.checkboxes.length == 0) {
    container.parentElement.style.display = "none";
    return;
  }

  container.innerHTML = '';
  container.parentElement.style.display = "inline-block";

  function createOption(name, displayName) {
    var id = "markWhenChecked-" + name;

    var div = document.createElement("div");
    div.classList.add("radio-container");

    var input = document.createElement("input");
    input.type = "radio";
    input.name = "markWhenChecked";
    input.value = name;
    input.id = id;
    input.onchange = () => setMarkWhenChecked(name);
    div.appendChild(input);

    // Preserve the selected element when the checkboxes change
    if (name == settings.markWhenChecked) {
      input.checked = true;
    }

    var label = document.createElement("label");
    label.innerHTML = displayName;
    label.htmlFor = id;
    div.appendChild(label);

    container.appendChild(div);
  }
  createOption("", "None");
  for (var checkbox of settings.checkboxes) {
    createOption(checkbox, checkbox);
  }
}

function updateCheckboxStats(checkbox) {
  var checked = getStoredCheckboxRefs(checkbox).size;
  var total = pcbdata.footprints.length - pcbdata.bom.skipped.length;
  var percent = checked * 100.0 / total;
  var td = document.getElementById("checkbox-stats-" + checkbox);
  td.firstChild.style.width = percent + "%";
  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}

function constrain(number, min, max){
  return Math.min(Math.max(parseInt(number), min), max);
}

document.onkeydown = function (e) {
  switch (e.key) {
    case "n":
      if (document.activeElement.type == "text") {
        return;
      }
      if (currentHighlightedRowId !== null) {
        checkBomCheckbox(currentHighlightedRowId, "placed");
        highlightNextRow();
        e.preventDefault();
      }
      break;
    case "ArrowUp":
      highlightPreviousRow();
      e.preventDefault();
      break;
    case "ArrowDown":
      highlightNextRow();
      e.preventDefault();
      break;
    case "ArrowLeft":
    case "ArrowRight":
      if (document.activeElement.type != "text"){
        e.preventDefault();
        let boardRotationElement = document.getElementById("boardRotation")
        settings.boardRotation = parseInt(boardRotationElement.value);  // degrees / 5
        if (e.key == "ArrowLeft"){
            settings.boardRotation += 3;  // 15 degrees
        }
        else{
            settings.boardRotation -= 3;
        }
        settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
        boardRotationElement.value = settings.boardRotation
        setBoardRotation(settings.boardRotation);
      }
      break;
    default:
      break;
  }
  if (e.altKey) {
    switch (e.key) {
      case "f":
        focusFilterField();
        e.preventDefault();
        break;
      case "r":
        focusRefLookupField();
        e.preventDefault();
        break;
      case "z":
        changeBomLayout("bom-only");
        e.preventDefault();
        break;
      case "x":
        changeBomLayout("left-right");
        e.preventDefault();
        break;
      case "c":
        changeBomLayout("top-bottom");
        e.preventDefault();
        break;
      case "v":
        changeCanvasLayout("F");
        e.preventDefault();
        break;
      case "b":
        changeCanvasLayout("FB");
        e.preventDefault();
        break;
      case "n":
        changeCanvasLayout("B");
        e.preventDefault();
        break;
      default:
        break;
    }
    if (e.key >= '1' && e.key <= '9') {
      toggleBomCheckbox(currentHighlightedRowId, parseInt(e.key));
      e.preventDefault();
    }
  }
}

function hideNetlistButton() {
  document.getElementById("bom-ungrouped-btn").classList.remove("middle-button");
  document.getElementById("bom-ungrouped-btn").classList.add("right-most-button");
  document.getElementById("bom-netlist-btn").style.display = "none";
}

function topToggle() {
  var top = document.getElementById("top");
  var toptoggle = document.getElementById("toptoggle");
  if (top.style.display === "none") {
    top.style.display = "flex";
    toptoggle.classList.remove("flipped");
  } else {
    top.style.display = "none";
    toptoggle.classList.add("flipped");
  }
}

window.onload = function (e) {
  initUtils();
  initRender();
  initStorage();
  initDefaults();
  cleanGutters();
  populateMetadata();
  dbgdiv = document.getElementById("dbg");
  bom = document.getElementById("bombody");
  bomhead = document.getElementById("bomhead");
  filter = "";
  reflookup = "";
  if (!("nets" in pcbdata)) {
    hideNetlistButton();
  }
  initDone = true;
  setBomCheckboxes(document.getElementById("bomCheckboxes").value);
  // Triggers render
  changeBomLayout(settings.bomlayout);

  // Users may leave fullscreen without touching the checkbox. Uncheck.
  document.addEventListener('fullscreenchange', () => {
    if (!document.fullscreenElement)
      document.getElementById('fullscreenCheckbox').checked = false;
  });
}

window.onresize = resizeAll;
window.matchMedia("print").addListener(resizeAll);

///////////////////////////////////////////////

///////////////////////////////////////////////
// EventHandler.registerCallback(IBOM_EVENT_TYPES.BOM_BODY_CHANGE_EVENT, () => {
//     for(var tr of bom.childNodes) {
//         tr.onclick = tr.onmousemove;
//         tr.onmousemove = null;
//     };
// });

///////////////////////////////////////////////
  </script>
</head>

<body>

<div id="topmostdiv" class="topmostdiv">
  <div id="top">
    <div id="fileinfodiv">
      <table class="fileinfo">
        <tbody>
          <tr>
            <td id="title" class="title" style="width: 70%">
              Title
            </td>
            <td id="revision" class="title" style="width: 30%">
              Revision
            </td>
          </tr>
          <tr>
            <td id="company">
              Company
            </td>
            <td id="filedate">
              Date
            </td>
          </tr>
        </tbody>
      </table>
    </div>
    <div id="bomcontrols">
      <div class="hideonprint menu">
        <button class="menubtn"></button>
        <div class="menu-content">
          <label class="menu-label menu-label-top" style="width: calc(50% - 18px)">
            <input id="darkmodeCheckbox" type="checkbox" onchange="setDarkMode(this.checked)">
            Dark mode
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label menu-label-top" style="width: calc(50% - 17px); border-left: 0;">
            <input id="fullscreenCheckbox" type="checkbox" onchange="setFullscreen(this.checked)">
            Full Screen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="fabricationCheckbox" type="checkbox" checked onchange="fabricationVisible(this.checked)">
            Fab layer
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="silkscreenCheckbox" type="checkbox" checked onchange="silkscreenVisible(this.checked)">
            Silkscreen
          </label>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="referencesCheckbox" type="checkbox" checked onchange="referencesVisible(this.checked)">
            References
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="valuesCheckbox" type="checkbox" checked onchange="valuesVisible(this.checked)">
            Values
          </label>
          <div id="tracksAndZonesCheckboxes">
            <label class="menu-label" style="width: calc(50% - 18px)">
              <input id="tracksCheckbox" type="checkbox" checked onchange="tracksVisible(this.checked)">
              Tracks
            </label><!-- This comment eats space! All of it!
            --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
              <input id="zonesCheckbox" type="checkbox" checked onchange="zonesVisible(this.checked)">
              Zones
            </label>
          </div>
          <label class="menu-label" style="width: calc(50% - 18px)">
            <input id="padsCheckbox" type="checkbox" checked onchange="padsVisible(this.checked)">
            Pads
          </label><!-- This comment eats space! All of it!
          --><label class="menu-label" style="width: calc(50% - 17px); border-left: 0;">
            <input id="dnpOutlineCheckbox" type="checkbox" checked onchange="dnpOutline(this.checked)">
            DNP outlined
          </label>
          <label class="menu-label">
            <input id="dragCheckbox" type="checkbox" checked onchange="setRedrawOnDrag(this.checked)">
            Continuous redraw on drag
          </label>
          <label class="menu-label">
            Highlight first pin
            <form id="highlightpin1">
              <div class="flexbox">
                <label>
                  <input type="radio" name="highlightpin1" value="none" onchange="setHighlightPin1('none')">
                  None
                </label>
                <label>
                  <input type="radio" name="highlightpin1" value="all" onchange="setHighlightPin1('all')">
                  All
                </label>
                <label>
                  <input type="radio" name="highlightpin1" value="selected" onchange="setHighlightPin1('selected')">
                  Selected
                </label>
              </div>
            </form>
          </label>
          <label class="menu-label">
            <span>Board rotation</span>
            <span style="float: right"><span id="rotationDegree">0</span>&#176;</span>
            <input id="boardRotation" type="range" min="-36" max="36" value="0" class="slider" oninput="setBoardRotation(this.value)">
          </label>
          <label class="menu-label">
            <input id="offsetBackRotationCheckbox" type="checkbox" onchange="setOffsetBackRotation(this.checked)">
            Offset back rotation
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Bom checkboxes</div>
            <input id="bomCheckboxes" class="menu-textbox" type=text
                   oninput="setBomCheckboxes(this.value)">
          </label>
          <label class="menu-label">
            <div style="margin-left: 5px">Mark when checked</div>
            <div id="markWhenCheckedContainer"></div>
          </label>
          <label class="menu-label">
            <span class="shameless-plug">
              <span>Created using</span>
              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
              <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
            </span>
          </label>
        </div>
      </div>
      <div class="button-container hideonprint">
        <button id="fl-btn" class="left-most-button" onclick="changeCanvasLayout('F')"
                title="Front only">F
        </button>
        <button id="fb-btn" class="middle-button" onclick="changeCanvasLayout('FB')"
                title="Front and Back">FB
        </button>
        <button id="bl-btn" class="right-most-button" onclick="changeCanvasLayout('B')"
                title="Back only">B
        </button>
      </div>
      <div class="button-container hideonprint">
        <button id="bom-btn" class="left-most-button" onclick="changeBomLayout('bom-only')"
                title="BOM only"></button>
        <button id="lr-btn" class="middle-button" onclick="changeBomLayout('left-right')"
                title="BOM left, drawings right"></button>
        <button id="tb-btn" class="right-most-button" onclick="changeBomLayout('top-bottom')"
                title="BOM top, drawings bot"></button>
      </div>
      <div class="button-container hideonprint">
        <button id="bom-grouped-btn" class="left-most-button" onclick="changeBomMode('grouped')"
                title="Grouped BOM"></button>
        <button id="bom-ungrouped-btn" class="middle-button" onclick="changeBomMode('ungrouped')"
                title="Ungrouped BOM"></button>
        <button id="bom-netlist-btn" class="right-most-button" onclick="changeBomMode('netlist')"
                title="Netlist"></button>
      </div>
      <div class="hideonprint menu">
        <button class="statsbtn"></button>
        <div class="menu-content">
          <table class="stats">
            <tbody>
              <tr>
                <td width="40%">Board stats</td>
                <td>Front</td>
                <td>Back</td>
                <td>Total</td>
              </tr>
              <tr>
                <td>Components</td>
                <td id="stats-components-front">~</td>
                <td id="stats-components-back">~</td>
                <td id="stats-components-total">~</td>
              </tr>
              <tr>
                <td>Groups</td>
                <td id="stats-groups-front">~</td>
                <td id="stats-groups-back">~</td>
                <td id="stats-groups-total">~</td>
              </tr>
              <tr>
                <td>SMD pads</td>
                <td id="stats-smd-pads-front">~</td>
                <td id="stats-smd-pads-back">~</td>
                <td id="stats-smd-pads-total">~</td>
              </tr>
              <tr>
                <td>TH pads</td>
                <td colspan=3 id="stats-th-pads">~</td>
              </tr>
            </tbody>
          </table>
          <table class="stats">
            <col width="40%"/><col />
            <tbody id="checkbox-stats">
              <tr>
                <td colspan=2 style="border-top: 0">Checkboxes</td>
              </tr>
            </tbody>
          </table>
        </div>
      </div>
      <div class="hideonprint menu">
        <button class="iobtn"></button>
        <div class="menu-content">
          <div class="menu-label menu-label-top">
            <div style="margin-left: 5px;">Save board image</div>
            <div class="flexbox">
              <input id="render-save-width" class="menu-textbox" type="text" value="1000" placeholder="Width"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
              <span>X</span>
              <input id="render-save-height" class="menu-textbox" type="text" value="1000" placeholder="Height"
                  style="flex-grow: 1; width: 50px;" oninput="validateSaveImgDimension(this)">
            </div>
            <label>
              <input id="render-save-transparent" type="checkbox">
              Transparent background
            </label>
            <div class="flexbox">
              <button class="savebtn" onclick="saveImage('F')">Front</button>
              <button class="savebtn" onclick="saveImage('B')">Back</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Config and checkbox state</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveSettings()">Export</button>
              <button class="savebtn" onclick="loadSettings()">Import</button>
              <button class="savebtn" onclick="resetSettings()">Reset</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Save bom table as</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveBomTable('csv')">csv</button>
              <button class="savebtn" onclick="saveBomTable('txt')">txt</button>
            </div>
          </div>
        </div>
      </div>
    </div>
  </div>
  <div id="topdivider">
    <div class="hideonprint">
      <div id="toptoggle" onclick="topToggle()">︽</div>
    </div>
  </div>
  <div id="bot" class="split" style="flex: 1 1">
    <div id="bomdiv" class="split split-horizontal">
      <div style="width: 100%">
        <input id="reflookup" class="textbox searchbox reflookup hideonprint" type="text" placeholder="Ref lookup"
               oninput="updateRefLookup(this.value)">
        <input id="filter" class="textbox searchbox filter hideonprint" type="text" placeholder="Filter"
               oninput="updateFilter(this.value)">
        <div class="button-container hideonprint" style="float: left; margin: 0;">
          <button id="copy" title="Copy bom table to clipboard"
               onclick="saveBomTable('clipboard')"></button>
        </div>
      </div>
      <div id="dbg"></div>
      <table class="bom" id="bomtable">
        <thead id="bomhead">
        </thead>
        <tbody id="bombody">
        </tbody>
      </table>
    </div>
    <div id="canvasdiv" class="split split-horizontal">
      <div id="frontcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="F_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="F_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="F_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="F_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
      <div id="backcanvas" class="split" touch-action="none" style="overflow: hidden">
        <div style="position: relative; width: 100%; height: 100%;">
          <canvas id="B_bg" style="position: absolute; left: 0; top: 0; z-index: 0;"></canvas>
          <canvas id="B_fab" style="position: absolute; left: 0; top: 0; z-index: 1;"></canvas>
          <canvas id="B_slk" style="position: absolute; left: 0; top: 0; z-index: 2;"></canvas>
          <canvas id="B_hl" style="position: absolute; left: 0; top: 0; z-index: 3;"></canvas>
        </div>
      </div>
    </div>
  </div>
</div>

</body>

</html>
